Merge branch 'feature-ev' into development
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This commit is contained in:
leo 2023-02-22 00:49:21 +01:00
commit 23731ca55b
Signed by: wanderer
SSH Key Fingerprint: SHA256:Dp8+iwKHSlrMEHzE3bJnPng70I7LEsa3IJXRH/U+idQ
208 changed files with 13390 additions and 49 deletions

4
.gitattributes vendored
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@ -1,4 +1,6 @@
*.go diff=golang
*.md diff=markdown
*.vimrc linguist-language=vim
*.vimrc linguist-language=Vim Script
*.star linguist-language=Starlark
bench/cec2020/input_data/* linguist-vendored

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@ -9,7 +9,10 @@
"sort"
"sync"
"git.dotya.ml/wanderer/math-optim/algo/cec2020"
"git.dotya.ml/wanderer/math-optim/algo/de"
"git.dotya.ml/wanderer/math-optim/bench"
c20 "git.dotya.ml/wanderer/math-optim/bench/cec2020"
"git.dotya.ml/wanderer/math-optim/report"
"git.dotya.ml/wanderer/math-optim/stats"
)
@ -37,6 +40,13 @@ func getComparisonOfMeansPics() []report.Pic {
return comparisonOfMeansPicList.Pics
}
// saveAlgoMeans saves algo bench means safely.
func saveAlgoMeans(sabm stats.AlgoBenchMean) {
mu.Lock()
meanStats.AlgoMeans = append(meanStats.AlgoMeans, sabm)
mu.Unlock()
}
// GetMeanStats returns a pointer of type stats.MeanStats to a sorted package
// global 'meanStats'.
func GetMeanStats() *stats.MeanStats {
@ -90,7 +100,8 @@ func PrepComparisonOfMeans(wg *sync.WaitGroup) (*report.PicList, int) {
algoCount := len(algos)
dimLen := len(bench.Dimensions)
benchCount := len(bench.Functions)
// without Rastrigin in active duty for the moment.
benchCount := len(bench.Functions) - 1
// note: this is a wee bit ugly.
for d := 0; d < dimLen; d++ {
@ -142,7 +153,8 @@ func DoRandomSearch(wg *sync.WaitGroup, m *sync.Mutex) {
printRandomSearch("starting...")
// funcCount is the number of bench functions available.
funcCount := len(bench.Functions)
// without Rastrigin in active duty for the moment.
funcCount := len(bench.Functions) - 1
// stats for the current algo (RandomSearch).
algoStats := make([][]stats.Stats, funcCount)
// ch serves as a way to get the actual computed output.
@ -214,7 +226,8 @@ func DoStochasticHillClimbing(wg *sync.WaitGroup, m *sync.Mutex) {
printSHC("starting...")
// funcCount is the number of bench functions available.
funcCount := len(bench.Functions)
// without Rastrigin in active duty for the moment.
funcCount := len(bench.Functions) - 1
// stats for the current algo (StochasticHillClimber).
algoStats := make([][]stats.Stats, funcCount)
// ch serves as a way to get the actual computed output.
@ -275,7 +288,8 @@ func DoStochasticHillClimbing100Neigh(wg *sync.WaitGroup, m *sync.Mutex) {
printSHC("starting...")
// funcCount is the number of bench functions available.
funcCount := len(bench.Functions)
// without Rastrigin in active duty for the moment.
funcCount := len(bench.Functions) - 1
// stats for the current algo (StochasticHillClimber).
algoStats := make([][]stats.Stats, funcCount)
// ch serves as a way to get the actual computed output.
@ -321,3 +335,161 @@ funcCount := len(bench.Functions)
stats.SaveTable(algoName, algoStats)
m.Unlock()
}
func DojDE(wg *sync.WaitGroup, m *sync.Mutex) {
defer wg.Done()
de.LogPrintln("starting")
// funcCount is the number of bench functions available and tested.
funcCount := len(bench.Functions)
// stats for the current algo.
algoStats := make([][]stats.Stats, funcCount)
// ch serves as a way to get the actual computed output.
ch := make(chan []stats.Stats, funcCount)
// chAlgoMeans := make(chan *stats.AlgoBenchMean, 1)
chAlgoMeans := make(chan *stats.AlgoBenchMean, funcCount)
defer close(ch)
defer close(chAlgoMeans)
// jDE params.
np := 50
f := 0.5
cr := 0.9
for i := range algoStats {
jDE := de.NewjDE()
// params:
// Generations, minimum bench iterations, mutation strategy, parameter
// self-adaptation scheme, initial population size, differential
// weight, mutation constant, dimensions, bench name and a
// synchronisation channel.
//
// -1 to disable generation limits,
// n > 0 for minimum bench iterations
// 0..17 to choose a mutation strategy,
// 0..1 to select a parameter self-adaptation scheme,
// np >= 4 as initial population size.
jDE.Init(-1, 30, 0, 0, np, f, cr, bench.DimensionsGA, bench.FuncNames[i], ch, chAlgoMeans)
go jDE.Run()
}
// get results.
for i := range algoStats {
s := <-ch
aM := <-chAlgoMeans
algoStats[i] = s
saveAlgoMeans(*aM)
}
pCh := make(chan report.PicList, funcCount*len(bench.DimensionsGA))
pMeanCh := make(chan report.PicList, funcCount*len(bench.DimensionsGA))
for _, algoStat := range algoStats {
go plotAllDims(algoStat, "plot", ".pdf", pCh, pMeanCh)
}
pLs := []report.PicList{}
pLsMean := []report.PicList{}
for range algoStats {
pL := <-pCh
pLMean := <-pMeanCh
pLs = append(pLs, pL)
pLsMean = append(pLsMean, pLMean)
}
algoName := "Differential Evolution"
// protect access to shared data.
m.Lock()
report.SavePicsToFile(pLs, pLsMean, algoName)
stats.SaveTable(algoName, algoStats)
m.Unlock()
}
func DoCEC2020jDE(wg *sync.WaitGroup, m *sync.Mutex) {
defer wg.Done()
cec2020.LogPrintln("starting")
// funcCount is the number of bench functions available and tested.
funcCount := len(c20.Functions)
// stats for the current algo.
algoStats := make([][]stats.Stats, funcCount)
// ch serves as a way to get the actual computed output.
ch := make(chan []stats.Stats, funcCount)
// chAlgoMeans := make(chan *stats.AlgoBenchMean, 1)
chAlgoMeans := make(chan *stats.AlgoBenchMean, funcCount)
defer close(ch)
defer close(chAlgoMeans)
// jDE params.
np := 50
f := 0.5
cr := 0.9
for i := range algoStats {
jDE := cec2020.NewjDE()
// params:
// Generations, minimum bench iterations, mutation strategy, parameter
// self-adaptation scheme, initial population size, differential
// weight, mutation constant, dimensions, bench name and a
// synchronisation channel.
//
// -1 to disable generation limits,
// n > 0 for minimum bench iterations
// 0..17 to choose a mutation strategy,
// 0..1 to select a parameter self-adaptation scheme,
// np >= 4 as initial population size.
jDE.Init(-1, 30, 0, 0, np, f, cr, c20.Dimensions, c20.FuncNames[i], ch, chAlgoMeans)
go jDE.Run()
}
// get results.
for i := range algoStats {
s := <-ch
aM := <-chAlgoMeans
algoStats[i] = s
saveAlgoMeans(*aM)
}
pCh := make(chan report.PicList, funcCount*len(c20.Dimensions))
pMeanCh := make(chan report.PicList, funcCount*len(c20.Dimensions))
for _, algoStat := range algoStats {
go plotAllDims(algoStat, "plot", ".pdf", pCh, pMeanCh)
}
pLs := []report.PicList{}
pLsMean := []report.PicList{}
for range algoStats {
pL := <-pCh
pLMean := <-pMeanCh
pLs = append(pLs, pL)
pLsMean = append(pLsMean, pLMean)
}
algoName := "Self-adapting Differential Evolution"
// protect access to shared data.
m.Lock()
report.SavePicsToFile(pLs, pLsMean, algoName)
stats.SaveTable(algoName, algoStats)
m.Unlock()
}

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@ -0,0 +1,5 @@
// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
// Package cec2020 implements algorithms required by CEC2020: jDE and T3A.
package cec2020

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@ -0,0 +1,500 @@
// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import (
"sort"
"time"
"golang.org/x/exp/rand"
"git.dotya.ml/wanderer/math-optim/bench/cec2020"
"git.dotya.ml/wanderer/math-optim/stats"
"gonum.org/v1/gonum/stat/distuv"
)
// JDE is a holder for the settings of an instance of a self-adapting
// differential evolution (jDE) algorithm.
type JDE struct {
// Generations denotes the number of generations the population evolves
// for. Special value -1 disables limiting the number of generations.
Generations int
// BenchMinIters is the number of iterations the bench function will be re-run (for statistical purposes).
BenchMinIters int
// Dimensions to solve the problem for.
Dimensions []int
// F is the initial value of the differential weight (mutation/weighting factor).
F float64
// CR is the initial value of the crossover probability constant.
CR float64
// rngF is a random number generator for differential weight (mutation/weighting factor).
rngF distuv.Uniform
// cr is a random number generator for crossover probability constant adapted over time.
rngCR distuv.Uniform
// MutationStrategy selects the mutation strategy, i.e. the variant of the
// jDE algorithm (0..17), see mutationStrategies.go for more details.
MutationStrategy int
// AdptScheme is the parameter self-adaptation scheme (0..1).
AdptScheme int
// NP is the initial population size.
NP int
// BenchName is a name of the problem to optimise.
BenchName string
// ch is a channel for writing back computed results.
ch chan []stats.Stats
// chAlgoMeans is a channel for writing back algo means.
chAlgoMeans chan *stats.AlgoBenchMean
// initialised denotes the initialisation state of the struct.
initialised bool
}
const (
// jDEMinNP is the minimum size of the initial population for jDE.
// for jDE PaGMO specifies 8.
jDEMinNP = 4
// fMin is the minimum allowed value of the differential weight.
fMin = 0.36
// fMax is the maximum allowed value of the differential weight.
fMax = 1.0
// crMin is the minimum allowed value of the crossover probability constant.
crMin = 0.0
// crMax is the maximum allowed value of the crossover probability constant.
crMax = 1.0
// tau1 is used in parameter self-adaptation.
tau1 = 0.1
// tau2 is used in parameter self-adaptation.
tau2 = 0.1
// fl is used in parameter self-adaptation.
fl = 0.1
// fu is used in parameter self-adaptation.
fu = 0.9
)
// Init initialises the jDE algorithm, performs sanity checks on the inputs.
func (j *JDE) Init(generations, benchMinIters, mutStrategy, adptScheme, np int, f, cr float64, dimensions []int, bench string, ch chan []stats.Stats, chAlgoMeans chan *stats.AlgoBenchMean) {
if j == nil {
cec2020Logger.Fatalln("jDE needs to be initialised before calling RunjDE, exiting...")
}
// check input parameters.
switch {
case generations == 0:
cec2020Logger.Fatalln("Generations cannot be 0, got", generations)
case generations == -1:
cec2020Logger.Println("Generations is '-1', disabling generation limits..")
case benchMinIters < 1:
cec2020Logger.Fatalln("Minimum bench iterations cannot be less than 1, got:", benchMinIters)
case mutStrategy < 0 || mutStrategy > 17:
cec2020Logger.Fatalln("Mutation strategy needs to be from the interval <0; 17>, got", mutStrategy)
case adptScheme < 0 || adptScheme > 1:
cec2020Logger.Fatalln("Parameter self-adaptation scheme needs to be from the interval <0; 1>, got", adptScheme)
case np < jDEMinNP:
cec2020Logger.Fatalf("NP cannot be less than %d, got: %d\n.", jDEMinNP, np)
case f < fMin || f > fMax:
cec2020Logger.Fatalf("F needs to be from the interval <%f;%f>, got: %f\n.", fMin, fMax, f)
case cr < crMin || cr > crMax:
cec2020Logger.Fatalf("CR needs to be from the interval <%f;>%f, got: %f\n.", crMin, crMax, cr)
case len(dimensions) == 0:
cec2020Logger.Fatalf("Dimensions cannot be empty, got: %+v\n", dimensions)
case bench == "":
cec2020Logger.Fatalln("Bench cannot be empty, got:", bench)
}
j.Generations = generations
j.BenchMinIters = benchMinIters
j.MutationStrategy = mutStrategy
j.AdptScheme = adptScheme
j.NP = np
j.F = f
j.CR = cr
rngsrc := rand.NewSource(uint64(rand.Int63()))
j.rngF = distuv.Uniform{Min: fMin, Max: fMax, Src: rngsrc}
j.rngCR = distuv.Uniform{Min: crMin, Max: crMax, Src: rngsrc}
j.Dimensions = dimensions
j.BenchName = bench
j.ch = ch
j.chAlgoMeans = chAlgoMeans
j.initialised = true
cec2020Logger.Printf("jDE init done, jDE:%+v", j)
}
// InitAndRun initialises the jDE algorithm, performs sanity checks on the
// inputs and calls the Run method.
func (j *JDE) InitAndRun(generations, benchMinIters, mutStrategy, adptScheme, np int, f, cr float64, dimensions []int, bench string, ch chan []stats.Stats, chAlgoMeans chan *stats.AlgoBenchMean) {
if j == nil {
cec2020Logger.Fatalln("jDE is nil, NewjDE() needs to be called first. exiting...")
}
j.Init(generations, benchMinIters, mutStrategy, adptScheme, np, f, cr, dimensions, bench, ch, chAlgoMeans)
j.Run()
}
// Run self-adapting differential evolution algorithm.
func (j *JDE) Run() {
if j == nil {
cec2020Logger.Fatalln("jDE is nil, NewjDE() needs to be called first. exiting...")
}
if !j.initialised {
cec2020Logger.Fatalln("jDE needs to be initialised before calling Run(), exiting...")
}
var jDEStats []stats.Stats
jDEMeans := &stats.AlgoBenchMean{
Algo: "jDE",
BenchMeans: make([]stats.BenchMean, 0, len(j.Dimensions)),
}
// run evolve for all dimensions.
for _, dim := range j.Dimensions {
maxFES := cec2020.GetMaxFES(dim)
fesPerIter := int(float64(maxFES / j.NP))
jDEStatDimX := &stats.Stats{
Algo: "jDE",
Dimens: dim,
Iterations: j.BenchMinIters,
Generations: maxFES,
NP: j.NP,
F: j.F,
CR: j.CR,
}
funcStats := &stats.FuncStats{BenchName: j.BenchName}
dimXMean := &stats.BenchMean{
Bench: j.BenchName,
Dimens: dim,
Iterations: j.BenchMinIters,
Generations: maxFES,
Neighbours: -1,
}
uniDist := distuv.Uniform{
Min: cec2020.SearchRange.Min(),
Max: cec2020.SearchRange.Max(),
}
if maxFES == -1 {
cec2020Logger.Fatalf("could not get maxFES for current dim (%d), bailing", dim)
}
cec2020Logger.Printf("running bench \"%s\" for %dD, maxFES: %d\n",
j.BenchName, dim, maxFES,
)
funcStats.BenchResults = make([]stats.BenchRound, j.BenchMinIters)
// rand.Seed(uint64(time.Now().UnixNano()))
// create and seed a source of pseudo-randomness
src := rand.NewSource(uint64(rand.Int63()))
// track execution duration.
start := time.Now()
for iter := 0; iter < j.BenchMinIters; iter++ {
cec2020Logger.Printf("run: %d, bench: %s, %dD, started at %s",
iter, j.BenchName, dim, start,
)
funcStats.BenchResults[iter].Iteration = iter
uniDist.Src = src
// create a population with known params.
pop := newPopulation(j.BenchName, j.NP, dim)
// set population seed.
pop.Seed = uint64(time.Now().UnixNano())
// initialise the population.
pop.Init()
var bestResult float64
// the core.
for i := 0; i < fesPerIter; i++ {
r := j.evaluate(pop)
// distinguish the first or any of the subsequent iterations.
switch i {
case 0:
bestResult = r
default:
// call evolve where jDE runs.
j.evolve(pop, &uniDist)
// take measurements of current population fitness.
r = j.evaluate(pop)
// save if better.
if r < bestResult {
bestResult = r
}
}
funcStats.BenchResults[iter].Results = append(
funcStats.BenchResults[iter].Results,
bestResult,
)
// this block makes sure we properly count func evaluations for
// the purpose of correctly comparable plot comparison. i.e.
// append the winning (current best) value NP-1 (the first best
// is already saved at this point) times to represent the fact
// that while evaluating (and comparing) other population
// individuals to the current best value is taking place in the
// background, the current best value itself is kept around and
// symbolically saved as the best of the Generation.
for x := 0; x < j.NP-1; x++ {
funcStats.BenchResults[iter].Results = append(
funcStats.BenchResults[iter].Results,
bestResult,
)
}
}
}
elapsed := time.Since(start)
cec2020Logger.Printf("completed: bench: %s, %dD, computing took %s\n",
j.BenchName, dim, elapsed,
)
// get mean vals.
dimXMean.MeanVals = stats.GetMeanVals(funcStats.BenchResults, maxFES)
funcStats.MeanVals = dimXMean.MeanVals
jDEStatDimX.BenchFuncStats = append(
jDEStatDimX.BenchFuncStats, *funcStats,
)
jDEStats = append(jDEStats, *jDEStatDimX)
jDEMeans.BenchMeans = append(jDEMeans.BenchMeans, *dimXMean)
}
sort.Sort(jDEMeans)
j.chAlgoMeans <- jDEMeans
j.ch <- jDEStats
}
// evaluate evaluates the fitness of current population.
func (j *JDE) evaluate(pop *Population) float64 {
f := cec2020.Functions[pop.Problem]
bestIndividual := pop.Population[pop.GetBestIdx()].CurX
bestSolution := f(bestIndividual)
return bestSolution
}
// evolve evolves a population by running the jDE (self-adapting Differential
// Evolution) algorithm on the passed population until termination conditions
// are met.
// nolint: gocognit
func (j *JDE) evolve(pop *Population, uniDist *distuv.Uniform) {
popCount := len(pop.Population)
for i, currentIndividual := range pop.Population {
idcs := make([]int, 0, popCount-1)
// idcs := make([]int, popCount-1)
// gather indices.
for k := 0; k < popCount; k++ {
if k != i {
idcs = append(idcs, k)
}
}
// randomly choose 3 of those idcs.
selectedIdcs := make([]int, 0)
selectedA := false
selectedB := false
selectedC := false
for !selectedA {
candidateA := rand.Intn(len(idcs)) % len(idcs)
if candidateA != i {
selectedIdcs = append(selectedIdcs, candidateA)
selectedA = true
}
}
for !selectedB {
a := selectedIdcs[0]
candidateB := rand.Intn(len(idcs)) % len(idcs)
if candidateB != i && candidateB != a {
selectedIdcs = append(selectedIdcs, candidateB)
selectedB = true
}
}
for !selectedC {
a := selectedIdcs[0]
b := selectedIdcs[1]
candidateC := rand.Intn(len(idcs)) % len(idcs)
if candidateC != i && candidateC != a && candidateC != b {
selectedIdcs = append(selectedIdcs, candidateC)
selectedC = true
}
}
// selected contains the selected population individuals.
selected := make([]PopulationIndividual, 0)
// select individuals for rand/1/bin
for _, idx := range selectedIdcs {
for k := 0; k < popCount; k++ {
if k == idx {
selected = append(selected, pop.Population[idx])
}
}
}
mutant := make([]float64, pop.Dimen)
// mutate.
for k := 0; k < pop.Dimen; k++ {
// mutant = a + mut * (b - c)
mutant[k] = selected[0].CurX[k] + (pop.BestF * (selected[1].CurX[k] - selected[2].CurX[k]))
// clip values to <0;1>.
switch {
case mutant[k] < 0:
mutant[k] = 0
case mutant[k] > 1:
mutant[k] = 1
}
}
crossPoints := make([]bool, pop.Dimen)
// prepare crossover points (binomial crossover).
for k := 0; k < pop.Dimen; k++ {
if v := uniDist.Rand(); v < pop.BestCR {
crossPoints[k] = true
} else {
crossPoints[k] = false
}
}
trial := make([]float64, pop.Dimen)
// recombine using crossover points.
for k := 0; k < pop.Dimen; k++ {
if crossPoints[k] {
trial[k] = currentIndividual.CurX[k]
} else {
trial[k] = mutant[k]
}
}
f := cec2020.Functions[pop.Problem]
currentFitness := f(currentIndividual.CurX)
trialFitness := f(trial)
// replace if better.
if trialFitness < currentFitness {
pop.Population[i].CurX = trial
}
}
// adapt parameters.
j.adaptParameters(pop)
}
// adptParameters adapts parameters F and CR based on
// https://labraj.feri.um.si/images/0/05/CEC09_slides_Brest.pdf.
func (j *JDE) adaptParameters(p *Population) {
var nuF float64
var nuCR float64
switch {
case j.AdptScheme == 0:
if rand2 := j.getRandF(); rand2 < tau1 {
nuF = fl + (j.getRandF() * fu)
} else {
nuF = p.f[len(p.f)-1]
}
if rand4 := j.getRandCR(); rand4 < tau2 {
nuCR = j.getRandCR()
} else {
nuCR = p.cr[len(p.cr)-1]
}
case j.AdptScheme == 1:
nuF = p.BestF + j.getRandF()*0.5
nuCR = p.BestCR + j.getRandCR()*0.5
}
// sort out F.
p.f = append(p.f, nuF)
// sort out CR
p.cr = append(p.cr, nuCR)
// update best, if improved.
switch {
case nuF < p.BestF:
p.BestF = nuF
case nuCR < p.BestCR:
p.BestCR = nuCR
}
}
// getRandF returns a random value of F for parameter self-adaptation.
func (j *JDE) getRandF() float64 {
return j.rngF.Rand()
}
// getRandCR returns a random value of CR for parameter self-adaptation.
func (j *JDE) getRandCR() float64 {
return j.rngCR.Rand()
}
// NewjDE returns a pointer to a new, uninitialised jDE instance.
func NewjDE() *JDE {
return &JDE{}
}
// LogPrintln wraps the jDE logger's Println func.
func LogPrintln(v ...any) {
cec2020Logger.Println(v...)
}
// LogPrintf wraps the jDE logger's Printf func.
func LogPrintf(s string, v ...any) {
cec2020Logger.Printf(s, v...)
}
// LogFatalln wraps the jDE logger's Fatalln func.
func LogFatalln(s string) {
cec2020Logger.Fatalln(s)
}
// LogFatalf wraps the jDE logger's Fatalf func.
func LogFatalf(s string, v ...any) {
cec2020Logger.Fatalf(s, v...)
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import (
"log"
"os"
)
// cec2020Logger declares and initialises a "custom" CEC2020 logger.
var cec2020Logger = log.New(os.Stderr, " *** ∁ cec2020:", log.Ldate|log.Ltime|log.Lshortfile)

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import (
"git.dotya.ml/wanderer/math-optim/bench/cec2020"
"golang.org/x/exp/rand"
"gonum.org/v1/gonum/stat/distuv"
)
type (
// DecisionVector is a []float64 abstraction representing the decision vector.
DecisionVector []float64
// FitnessVector is a []float64 abstraction representing the fitness vector.
FitnessVector []float64
// ConstraintVector is a []float64 abstraction representing the constraint vector.
ConstraintVector []float64
)
// PopulationIndividual representats a single population individual.
type PopulationIndividual struct {
CurX DecisionVector
CurV DecisionVector
CurC ConstraintVector
CurF FitnessVector
BestX DecisionVector
BestC ConstraintVector
BestF FitnessVector
}
// ChampionIndividual is a representation of the best individual currently
// available in the population.
type ChampionIndividual struct {
X DecisionVector
C ConstraintVector
F FitnessVector
}
// Population groups population individuals (agents) with metadata about the population.
type Population struct {
// Population is a slice of population individuals.
Population []PopulationIndividual
// Problem is the current benchmarking function this population is attempting to optimise.
Problem string
// Dimen is the dimensionality of the problem being optimised.
Dimen int
// Seed is the value used to (re)init population.
Seed uint64
// f is the differential weight (mutation/weighting factor) adapted over time.
f []float64
// cr is the crossover probability constant adapted over time.
cr []float64
// BestF is the best recorded value of the differential weight F.
BestF float64
// BestCR is the best recorded value of the differential weight CR.
BestCR float64
}
// GetIndividual returns a reference to individual at position n.
func (p *Population) GetIndividual(n uint) *PopulationIndividual { return &PopulationIndividual{} }
// GetBestIdx returns the index of the best population individual.
func (p *Population) GetBestIdx() int {
f := cec2020.Functions[p.Problem]
bestIndividual := 0
// the first one is the best one.
bestVal := f(p.Population[0].CurX)
for i, v := range p.Population {
current := f(v.CurX)
if current < bestVal {
bestIndividual = i
}
}
return bestIndividual
}
// GetWorstIdx returns the index of the worst population individual.
func (p *Population) GetWorstIdx() int {
f := cec2020.Functions[p.Problem]
worstIndividual := 0
// the first one is the worst one.
worstVal := f(p.Population[0].CurX)
for i, v := range p.Population {
current := f(v.CurX)
if current > worstVal {
worstIndividual = i
}
}
return worstIndividual
}
// Init initialises all individuals to random values.
func (p *Population) Init() {
uniform := distuv.Uniform{
Min: cec2020.SearchRange.Min(),
Max: cec2020.SearchRange.Max(),
}
uniform.Src = rand.NewSource(p.Seed)
for i, v := range p.Population {
v.CurX = make([]float64, p.Dimen)
for j := 0; j < p.Dimen; j++ {
v.CurX[j] = uniform.Rand()
}
p.Population[i] = v
}
p.f = make([]float64, p.Size())
p.cr = make([]float64, p.Size())
}
// Reinit reinitialises all individuals.
func (p *Population) Reinit() {
p.Init()
}
// ReinitN reinitialises the individual at position n.
func (p *Population) ReinitN(n uint) {}
// Clear sets all vectors to 0.
func (p *Population) Clear() {
if p.Population != nil {
for _, v := range p.Population {
v.CurX = make([]float64, p.Dimen)
v.CurC = make([]float64, p.Dimen)
v.CurF = make([]float64, p.Dimen)
v.CurV = make([]float64, p.Dimen)
v.BestX = make([]float64, p.Dimen)
v.BestC = make([]float64, p.Dimen)
v.BestF = make([]float64, p.Dimen)
}
}
}
// MeanVelocity computes the mean current velocity of all individuals in the population.
func (p *Population) MeanVelocity() float64 { return 0.0 }
// Size returns the number of population individuals.
func (p *Population) Size() int { return len(p.Population) }
// newPopulation returns a pointer to a new, uninitialised population.
func newPopulation(benchProblem string, np, dimen int) *Population {
p := &Population{}
p.Problem = benchProblem
p.Dimen = dimen
// pre-alloc.
p.Population = make([]PopulationIndividual, np)
return p
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
// Package de contains implementation details of Differential Evolution kind of
// algorithms.
package de

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package de
import (
"log"
"os"
"sort"
"time"
"golang.org/x/exp/rand"
"git.dotya.ml/wanderer/math-optim/bench"
"git.dotya.ml/wanderer/math-optim/stats"
"gonum.org/v1/gonum/stat/distuv"
)
// JDE is a holder for the settings of an instance of a self-adapting
// differential evolution (jDE) algorithm.
type JDE struct {
// Generations denotes the number of generations the population evolves
// for. Special value -1 disables limiting the number of generations.
Generations int
// BenchMinIters is the number of iterations the bench function will be re-run (for statistical purposes).
BenchMinIters int
// Dimensions to solve the problem for.
Dimensions []int
// F is the differential weight (mutation/weighting factor).
F float64
// CR is the crossover probability constant.
CR float64
// MutationStrategy selects the mutation strategy, i.e. the variant of the
// jDE algorithm (0..17), see mutationStrategies.go for more details.
MutationStrategy int
// AdptScheme is the parameter self-adaptation scheme (0..1).
AdptScheme int
// NP is the initial population size.
NP int
// BenchName is a name of the problem to optimise.
BenchName string
// ch is a channel for writing back computed results.
ch chan []stats.Stats
// chAlgoMeans is a channel for writing back algo means.
chAlgoMeans chan *stats.AlgoBenchMean
// initialised denotes the initialisation state of the struct.
initialised bool
}
const (
// jDEMinNP is the minimum size of the initial population for jDE.
jDEMinNP = 4
// fMin is the minimum allowed value of the differential weight.
fMin = 0.5
// fMax is the maximum allowed value of the differential weight.
fMax = 2.0
// crMin is the minimum allowed value of the crossover probability constant.
crMin = 0.2
// crMax is the maximum allowed value of the crossover probability constant.
crMax = 0.9
)
// jDELogger declares and initialises a "custom" jDE logger.
var jDELogger = log.New(os.Stderr, " *** δ jDE:", log.Ldate|log.Ltime|log.Lshortfile)
// Init initialises the jDE algorithm, performs sanity checks on the inputs.
func (j *JDE) Init(generations, benchMinIters, mutStrategy, adptScheme, np int, f, cr float64, dimensions []int, bench string, ch chan []stats.Stats, chAlgoMeans chan *stats.AlgoBenchMean) {
if j == nil {
jDELogger.Fatalln("jDE needs to be initialised before calling RunjDE, exiting...")
}
// check input parameters.
switch {
case generations == 0:
jDELogger.Fatalln("Generations cannot be 0, got", generations)
case generations == -1:
jDELogger.Println("Generations is '-1', disabling generation limits..")
case benchMinIters < 1:
jDELogger.Fatalln("Minimum bench iterations cannot be less than 1, got:", benchMinIters)
case mutStrategy < 0 || mutStrategy > 17:
jDELogger.Fatalln("Mutation strategy needs to be from the interval <0; 17>, got", mutStrategy)
case adptScheme < 0 || adptScheme > 1:
jDELogger.Fatalln("Parameter self-adaptation scheme needs to be from the interval <0; 1>, got", adptScheme)
case np < jDEMinNP:
jDELogger.Fatalf("NP cannot be less than %d, got: %d\n.", jDEMinNP, np)
case f < fMin || f > fMax:
jDELogger.Fatalf("F needs to be from the interval <%f;%f>, got: %f\n.", fMin, fMax, f)
case cr < crMin || cr > crMax:
jDELogger.Fatalf("CR needs to be from the interval <%f;>%f, got: %f\n.", crMin, crMax, cr)
case len(dimensions) == 0:
jDELogger.Fatalf("Dimensions cannot be empty, got: %+v\n", dimensions)
case bench == "":
jDELogger.Fatalln("Bench cannot be empty, got:", bench)
}
j.Generations = generations
j.BenchMinIters = benchMinIters
j.MutationStrategy = mutStrategy
j.AdptScheme = adptScheme
j.NP = np
j.F = f
j.CR = cr
j.Dimensions = dimensions
j.BenchName = bench
j.ch = ch
j.chAlgoMeans = chAlgoMeans
j.initialised = true
}
// InitAndRun initialises the jDE algorithm, performs sanity checks on the
// inputs and calls the Run method.
func (j *JDE) InitAndRun(generations, benchMinIters, mutStrategy, adptScheme, np int, f, cr float64, dimensions []int, bench string, ch chan []stats.Stats, chAlgoMeans chan *stats.AlgoBenchMean) {
if j == nil {
jDELogger.Fatalln("jDE is nil, NewjDE() needs to be called first. exiting...")
}
j.Init(generations, benchMinIters, mutStrategy, adptScheme, np, f, cr, dimensions, bench, ch, chAlgoMeans)
j.Run()
}
// Run self-adapting differential evolution algorithm.
func (j *JDE) Run() {
if j == nil {
jDELogger.Fatalln("jDE is nil, NewjDE() needs to be called first. exiting...")
}
if !j.initialised {
jDELogger.Fatalln("jDE needs to be initialised before calling Run(), exiting...")
}
var jDEStats []stats.Stats
jDEMeans := &stats.AlgoBenchMean{
Algo: "jDE",
BenchMeans: make([]stats.BenchMean, 0, len(j.Dimensions)),
}
// run evolve for for all dimensions.
for _, dim := range j.Dimensions {
maxFES := bench.GetGAMaxFES(dim)
fesPerIter := int(float64(maxFES / j.NP))
jDEStatDimX := &stats.Stats{
Algo: "jDE",
Dimens: dim,
Iterations: j.BenchMinIters,
Generations: maxFES,
NP: j.NP,
F: j.F,
CR: j.CR,
}
funcStats := &stats.FuncStats{BenchName: j.BenchName}
dimXMean := &stats.BenchMean{
Bench: j.BenchName,
Dimens: dim,
Iterations: j.BenchMinIters,
Generations: maxFES,
Neighbours: -1,
}
benchFuncParams := bench.FunctionParams[j.BenchName]
uniDist := distuv.Uniform{
Min: benchFuncParams.Min(),
Max: benchFuncParams.Max(),
}
// jDELogger.Printf("running bench \"%s\" for %dD, maxFES: %d\n",
// j.BenchName, dim, maxFES,
// )
funcStats.BenchResults = make([]stats.BenchRound, j.BenchMinIters)
// rand.Seed(uint64(time.Now().UnixNano()))
// create and seed a source of preudo-randomness
src := rand.NewSource(uint64(rand.Int63()))
// track execution duration.
start := time.Now()
for iter := 0; iter < j.BenchMinIters; iter++ {
jDELogger.Printf("run: %d, bench: %s, %dD, started at %s",
iter, j.BenchName, dim, start,
)
funcStats.BenchResults[iter].Iteration = iter
uniDist.Src = src
// create a population with known params.
pop := newPopulation(j.BenchName, j.NP, dim)
// set population seed.
pop.Seed = uint64(time.Now().UnixNano())
// initialise the population.
pop.Init()
// jDELogger.Printf("%+v\n", pop.Population)
var bestResult float64
// the core.
for i := 0; i < fesPerIter; i++ {
r := j.evaluate(pop)
// distinguish the first or any of the subsequent iterations.
switch i {
case 0:
bestResult = r
default:
// call evolve where jDE runs.
j.evolve(pop, &uniDist)
// take measurements of current population fitness.
r = j.evaluate(pop)
// save if better.
if r < bestResult {
bestResult = r
}
}
funcStats.BenchResults[iter].Results = append(
funcStats.BenchResults[iter].Results,
bestResult,
)
// this block makes sure we properly count func evaluations for
// the purpose of correctly comparable plot comparison. i.e.
// append the winning (current best) value NP-1 (the first best
// is already saved at this point) times to represent the fact
// that while evaluating (and comparing) other population
// individuals to the current best value is taking place in the
// background, the current best value itself is kept around and
// symbolically saved as the best of the Generation.
for x := 0; x < j.NP-1; x++ {
funcStats.BenchResults[iter].Results = append(
funcStats.BenchResults[iter].Results,
bestResult,
)
}
}
}
elapsed := time.Since(start)
jDELogger.Printf("completed: bench: %s, %dD, computing took %s\n",
j.BenchName, dim, elapsed,
)
// get mean vals.
dimXMean.MeanVals = stats.GetMeanVals(funcStats.BenchResults, maxFES)
funcStats.MeanVals = dimXMean.MeanVals
jDEStatDimX.BenchFuncStats = append(
jDEStatDimX.BenchFuncStats, *funcStats,
)
jDEStats = append(jDEStats, *jDEStatDimX)
jDEMeans.BenchMeans = append(jDEMeans.BenchMeans, *dimXMean)
}
sort.Sort(jDEMeans)
j.chAlgoMeans <- jDEMeans
j.ch <- jDEStats
}
// evaluate evaluates the fitness of current population.
func (j *JDE) evaluate(pop *Population) float64 {
f := bench.Functions[pop.Problem]
bestIndividual := pop.Population[pop.GetBestIdx()].CurX
bestSolution := f(bestIndividual)
return bestSolution
}
// evolve evolves a population by running the jDE (self-adapting Differential
// Evolution) algorithm on the passed population until termination conditions
// are met.
// nolint: gocognit
func (j *JDE) evolve(pop *Population, uniDist *distuv.Uniform) {
popCount := len(pop.Population)
for i, currentIndividual := range pop.Population {
idcs := make([]int, 0, popCount-1)
// gather indices.
for k := 0; k < popCount; k++ {
if k != i {
idcs = append(idcs, k)
}
}
// randomly choose 3 of those idcs.
selectedIdcs := make([]int, 0)
selectedA := false
selectedB := false
selectedC := false
for !selectedA {
candidateA := rand.Intn(len(idcs)) % len(idcs)
if candidateA != i {
selectedIdcs = append(selectedIdcs, candidateA)
selectedA = true
}
}
for !selectedB {
a := selectedIdcs[0]
candidateB := rand.Intn(len(idcs)) % len(idcs)
if candidateB != i && candidateB != a {
selectedIdcs = append(selectedIdcs, candidateB)
selectedB = true
}
}
for !selectedC {
a := selectedIdcs[0]
b := selectedIdcs[1]
candidateC := rand.Intn(len(idcs)) % len(idcs)
if candidateC != i && candidateC != a && candidateC != b {
selectedIdcs = append(selectedIdcs, candidateC)
selectedC = true
}
}
// selected contains the selected population individuals.
selected := make([]PopulationIndividual, 0)
// select individuals for rand/1/bin
for _, idx := range selectedIdcs {
for k := 0; k < popCount; k++ {
if k == idx {
selected = append(selected, pop.Population[idx])
}
}
}
mutant := make([]float64, pop.Dimen)
// mutate.
for k := 0; k < pop.Dimen; k++ {
// mutant = a + mut * (b - c)
mutant[k] = selected[0].CurX[k] + (j.F * (selected[1].CurX[k] - selected[2].CurX[k]))
// clip values to <0;1>.
switch {
case mutant[k] < 0:
mutant[k] = 0
case mutant[k] > 1:
mutant[k] = 1
}
}
crossPoints := make([]bool, pop.Dimen)
// prepare crossover points (binomial crossover).
for k := 0; k < pop.Dimen; k++ {
if v := uniDist.Rand(); v < j.CR {
crossPoints[k] = true
} else {
crossPoints[k] = false
}
}
trial := make([]float64, pop.Dimen)
// recombine using crossover points.
for k := 0; k < pop.Dimen; k++ {
if crossPoints[k] {
trial[k] = currentIndividual.CurX[k]
}
}
f := bench.Functions[pop.Problem]
currentFitness := f(currentIndividual.CurX)
trialFitness := f(trial)
// replace if better.
if trialFitness < currentFitness {
pop.Population[i].CurX = trial
}
}
}
// NewjDE returns a pointer to a new, uninitialised jDE instance.
func NewjDE() *JDE {
return &JDE{}
}
// LogPrintln wraps the jDE logger's Println func.
func LogPrintln(v ...any) {
jDELogger.Println(v...)
}
// LogPrintf wraps the jDE logger's Printf func.
func LogPrintf(s string, v ...any) {
jDELogger.Printf(s, v...)
}
// LogFatalln wraps the jDE logger's Fatalln func.
func LogFatalln(s string) {
jDELogger.Fatalln(s)
}
// LogFatalf wraps the jDE logger's Fatalf func.
func LogFatalf(s string, v ...any) {
jDELogger.Fatalf(s, v...)
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package de
const (
// DEBest1Exp is the DE/best/1/exp strategy.
DEBest1Exp int = iota
// DERand1Exp is the DE/rand/1/exp strategy.
DERand1Exp
// DERandtoBest1Exp is the DE/rand-to-best/1/exp strategy.
DERandtoBest1Exp
// DEBest2Exp is the DE/best/2/exp strategy.
DEBest2Exp
// DERand2Exp is the DE/rand/2/exp strategy.
DERand2Exp
// binomial cross-over strategies.
// DEBest1Bin is the DE/best/1/bin strategy.
DEBest1Bin
// DERand1Bin is the DE/rand/1/bin strategy.
DERand1Bin
// DERandtoBest1Bin is the DE/rand-to-best/1/bin strategy.
DERandtoBest1Bin
// DEBest2Bin is the DE/best/2/bin strategy.
DEBest2Bin
// DERand2Bin is the DE/rand/2/bin strategy.
DERand2Bin
// 3-wide changes.
// DEBest3Exp is the DE/best/3/exp strategy.
DEBest3Exp
// DEBest3Bin is the DE/best/3/bin strategy.
DEBest3Bin
// DERand3Exp is the DE/rand/3/exp strategy.
DERand3Exp
// DERand3Bin is the DE/rand/3/bin strategy.
DERand3Bin
// DERandtoCurrent2E is the DE/rand-to-current/2/exp strategy.
DERandtoCurrent2Exp
// DERandtoCurrent2Bin is the DE/rand-to-current/2/bin strategy.
DERandtoCurrent2Bin
// DERandtoBestandCurrent2Exp is the DE/rand-to-best-and-current/2/exp strategy.
DERandtoBestandCurrent2Exp
// DERandtoBestandCurrent2Bin is the DE/rand-to-best-and-current/2/bin strategy.
DERandtoBestandCurrent2Bin
)

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package de
import (
"git.dotya.ml/wanderer/math-optim/bench"
"golang.org/x/exp/rand"
"gonum.org/v1/gonum/stat/distuv"
)
type (
// DecisionVector is a []float64 abstraction representing the decision vector.
DecisionVector []float64
// FitnessVector is a []float64 abstraction representing the fitness vector.
FitnessVector []float64
// ConstraintVector is a []float64 abstraction representing the constraint vector.
ConstraintVector []float64
)
// PopulationIndividual representats a single population individual.
type PopulationIndividual struct {
CurX DecisionVector
CurV DecisionVector
CurC ConstraintVector
CurF FitnessVector
BestX DecisionVector
BestC ConstraintVector
BestF FitnessVector
}
// ChampionIndividual is a representation of the best individual currently
// available in the population.
type ChampionIndividual struct {
X DecisionVector
C ConstraintVector
F FitnessVector
}
// Population groups population individuals (agents) with metadata about the population.
type Population struct {
// Population is a slice of population individuals.
Population []PopulationIndividual
// Problem is the current benchmarking function this population is attempting to optimise.
Problem string
// Dimen is the dimensionality of the problem being optimised.
Dimen int
// Seed is the value used to (re)init population.
Seed uint64
}
// GetIndividal returns a reference to individual at position n.
func (p *Population) GetIndividual(n uint) *PopulationIndividual { return &PopulationIndividual{} }
// GetBestIdx returns the index of the best population individual.
func (p *Population) GetBestIdx() int {
f := bench.Functions[p.Problem]
bestIndividual := 0
// the first one is the best one.
bestVal := f(p.Population[0].CurX)
for i, v := range p.Population {
current := f(v.CurX)
if current < bestVal {
bestIndividual = i
}
}
return bestIndividual
}
// GetWorstIdx returns the index of the worst population individual.
func (p *Population) GetWorstIdx() int {
f := bench.Functions[p.Problem]
worstIndividual := 0
// the first one is the worst one.
worstVal := f(p.Population[0].CurX)
for i, v := range p.Population {
current := f(v.CurX)
if current > worstVal {
worstIndividual = i
}
}
return worstIndividual
}
func (p *Population) SetX(n int, nuX DecisionVector) {}
func (p *Population) SetV(n int, nuV DecisionVector) {}
// Init initialises all individuals to random values.
func (p *Population) Init() {
benchFuncParams := bench.FunctionParams[p.Problem]
uniform := distuv.Uniform{
Min: benchFuncParams.Min(),
Max: benchFuncParams.Max(),
}
uniform.Src = rand.NewSource(p.Seed)
// jDELogger.Printf("population initialisation - popCount: %d, seed: %d\n",
// len(p.Population), p.Seed,
// )
for i, v := range p.Population {
v.CurX = make([]float64, p.Dimen)
for j := 0; j < p.Dimen; j++ {
v.CurX[j] = uniform.Rand()
}
p.Population[i] = v
}
}
// Reinit reinitialises all individuals.
func (p *Population) Reinit() {
p.Init()
}
// ReinitN reinitialises the individual at position n.
func (p *Population) ReinitN(n uint) {}
// Clear sets all vectors to 0.
func (p *Population) Clear() {
if p.Population != nil {
for _, v := range p.Population {
v.CurX = make([]float64, p.Dimen)
v.CurC = make([]float64, p.Dimen)
v.CurF = make([]float64, p.Dimen)
v.CurV = make([]float64, p.Dimen)
v.BestX = make([]float64, p.Dimen)
v.BestC = make([]float64, p.Dimen)
v.BestF = make([]float64, p.Dimen)
}
}
}
// meanVelocity computes the mean current velocity of all individuals in the population.
func (p *Population) MeanVelocity() float64 { return 0.0 }
// newPopulation returns a pointer to a new, uninitialised population.
func newPopulation(benchProblem string, np, dimen int) *Population {
p := &Population{}
p.Problem = benchProblem
p.Dimen = dimen
// pre-alloc.
p.Population = make([]PopulationIndividual, np)
return p
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
// Package ga implements Genetic Algorithms.
package ga

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
type gaError struct {
s string
}
var (
errGenerationsIsZero = newGAError("Generations cannot be 0")
errBenchMinItersIsLTOne = newGAError("Minimum bench iterations cannot be less than 1")
errNPIsZero = newGAError("NP cannot be 0")
errKIsZero = newGAError("K cannot be 0")
errMIsZero = newGAError("M cannot be 0")
errNIsZero = newGAError("N cannot be 0")
errNjumpsIsZero = newGAError("Njumps cannot be 0")
errDimensionsUnset = newGAError("Dimensions cannot be unset")
errBenchUnset = newGAError("Bench cannot be unset")
)
func (e *gaError) Error() string {
return e.s
}
func newGAError(text string) error {
return &gaError{s: text}
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
import (
"sort"
"time"
"golang.org/x/exp/rand"
"git.dotya.ml/wanderer/math-optim/bench/cec2020"
"git.dotya.ml/wanderer/math-optim/stats"
"gonum.org/v1/gonum/stat/distuv"
)
// JDE is a holder for the settings of an instance of a self-adapting
// differential evolution (jDE) algorithm.
type JDE struct {
// Generations denotes the number of generations the population evolves
// for. Special value -1 disables limiting the number of generations.
Generations int
// BenchMinIters is the number of iterations the bench function will be re-run (for statistical purposes).
BenchMinIters int
// Dimensions to solve the problem for.
Dimensions []int
// F is the initial value of the differential weight (mutation/weighting factor).
F float64
// CR is the initial value of the crossover probability constant.
CR float64
// rngF is a random number generator for differential weight (mutation/weighting factor).
rngF distuv.Uniform
// cr is a random number generator for crossover probability constant adapted over time.
rngCR distuv.Uniform
// MutationStrategy selects the mutation strategy, i.e. the variant of the
// jDE algorithm (0..17), see mutationStrategies.go for more details.
MutationStrategy int
// AdptScheme is the parameter self-adaptation scheme (0..1).
AdptScheme int
// NP is the initial population size.
NP int
// BenchName is a name of the problem to optimise.
BenchName string
// ch is a channel for writing back computed results.
ch chan []stats.Stats
// chAlgoMeans is a channel for writing back algo means.
chAlgoMeans chan *stats.AlgoBenchMean
// initialised denotes the initialisation state of the struct.
initialised bool
}
const (
// jDEMinNP is the minimum size of the initial population for jDE.
// for jDE PaGMO specifies 8.
jDEMinNP = 4
// fMin is the minimum allowed value of the differential weight.
fMin = 0.36
// fMax is the maximum allowed value of the differential weight.
fMax = 1.0
// crMin is the minimum allowed value of the crossover probability constant.
crMin = 0.0
// crMax is the maximum allowed value of the crossover probability constant.
crMax = 1.0
// tau1 is used in parameter self-adaptation.
tau1 = 0.1
// tau2 is used in parameter self-adaptation.
tau2 = 0.1
// fl is used in parameter self-adaptation.
fl = 0.1
// fu is used in parameter self-adaptation.
fu = 0.9
)
// dELogger is a "custom" jDE logger.
var jDELogger = newLogger(" *** δ jDE:")
// Init initialises the jDE algorithm, performs sanity checks on the inputs.
func (j *JDE) Init(generations, benchMinIters, mutStrategy, adptScheme, np int, f, cr float64, dimensions []int, bench string, ch chan []stats.Stats, chAlgoMeans chan *stats.AlgoBenchMean) {
if j == nil {
jDELogger.Fatalln("jDE needs to be initialised before calling Run(), exiting...")
}
// check input parameters.
switch {
case generations == 0:
jDELogger.Fatalln("Generations cannot be 0, got", generations)
case generations == -1:
jDELogger.Println("Generations is '-1', disabling generation limits..")
case benchMinIters < 1:
jDELogger.Fatalln("Minimum bench iterations cannot be less than 1, got:", benchMinIters)
case mutStrategy < 0 || mutStrategy > 17:
jDELogger.Fatalln("Mutation strategy needs to be from the interval <0; 17>, got", mutStrategy)
case adptScheme < 0 || adptScheme > 1:
jDELogger.Fatalln("Parameter self-adaptation scheme needs to be from the interval <0; 1>, got", adptScheme)
case np < jDEMinNP:
jDELogger.Fatalf("NP cannot be less than %d, got: %d\n.", jDEMinNP, np)
case f < fMin || f > fMax:
jDELogger.Fatalf("F needs to be from the interval <%f;%f>, got: %f\n.", fMin, fMax, f)
case cr < crMin || cr > crMax:
jDELogger.Fatalf("CR needs to be from the interval <%f;>%f, got: %f\n.", crMin, crMax, cr)
case len(dimensions) == 0:
jDELogger.Fatalf("Dimensions cannot be empty, got: %+v\n", dimensions)
case bench == "":
jDELogger.Fatalln("Bench cannot be empty, got:", bench)
}
j.Generations = generations
j.BenchMinIters = benchMinIters
j.MutationStrategy = mutStrategy
j.AdptScheme = adptScheme
j.NP = np
j.F = f
j.CR = cr
rngsrc := rand.NewSource(uint64(rand.Int63()))
j.rngF = distuv.Uniform{Min: fMin, Max: fMax, Src: rngsrc}
j.rngCR = distuv.Uniform{Min: crMin, Max: crMax, Src: rngsrc}
j.Dimensions = dimensions
j.BenchName = bench
j.ch = ch
j.chAlgoMeans = chAlgoMeans
j.initialised = true
gaLogger.Printf("jDE init done for bench %s", j.BenchName)
}
// InitAndRun initialises the jDE algorithm, performs sanity checks on the
// inputs and calls the Run method.
func (j *JDE) InitAndRun(generations, benchMinIters, mutStrategy, adptScheme, np int, f, cr float64, dimensions []int, bench string, ch chan []stats.Stats, chAlgoMeans chan *stats.AlgoBenchMean) {
if j == nil {
jDELogger.Fatalln("jDE is nil, NewjDE() needs to be called first. exiting...")
}
j.Init(generations, benchMinIters, mutStrategy, adptScheme, np, f, cr, dimensions, bench, ch, chAlgoMeans)
j.Run()
}
// Run self-adapting differential evolution algorithm.
func (j *JDE) Run() {
if j == nil {
jDELogger.Fatalln("jDE is nil, NewjDE() needs to be called first. exiting...")
}
if !j.initialised {
jDELogger.Fatalln("jDE needs to be initialised before calling Run(), exiting...")
}
var jDEStats []stats.Stats
jDEMeans := &stats.AlgoBenchMean{
Algo: "jDE",
BenchMeans: make([]stats.BenchMean, 0, len(j.Dimensions)),
}
// run evolve for all dimensions.
for _, dim := range j.Dimensions {
maxFES := cec2020.GetMaxFES(dim)
fesPerIter := int(float64(maxFES / j.NP))
jDEStatDimX := &stats.Stats{
Algo: "jDE",
Dimens: dim,
Iterations: j.BenchMinIters,
Generations: maxFES,
NP: j.NP,
F: j.F,
CR: j.CR,
}
funcStats := &stats.FuncStats{BenchName: j.BenchName}
dimXMean := &stats.BenchMean{
Bench: j.BenchName,
Dimens: dim,
Iterations: j.BenchMinIters,
Generations: maxFES,
Neighbours: -1,
}
uniDist := distuv.Uniform{
Min: cec2020.SearchRange.Min(),
Max: cec2020.SearchRange.Max(),
}
if maxFES == -1 {
jDELogger.Fatalf("could not get maxFES for current dim (%d), bailing", dim)
}
jDELogger.Printf("running bench \"%s\" for %dD, maxFES: %d\n",
j.BenchName, dim, maxFES,
)
funcStats.BenchResults = make([]stats.BenchRound, j.BenchMinIters)
// rand.Seed(uint64(time.Now().UnixNano()))
// create and seed a source of pseudo-randomness
src := rand.NewSource(uint64(rand.Int63()))
// track execution duration.
start := time.Now()
for iter := 0; iter < j.BenchMinIters; iter++ {
jDELogger.Printf("run: %d, bench: %s, %dD, started at %s",
iter, j.BenchName, dim, start,
)
funcStats.BenchResults[iter].Iteration = iter
uniDist.Src = src
// uniDist.Src = rand.NewSource(uint64(rand.Int63()))
// create a population with known params.
pop := newPopulation(j.BenchName, j.NP, dim)
// set population seed.
pop.Seed = uint64(time.Now().UnixNano())
// initialise the population.
pop.Init()
var bestResult float64
// the core.
for i := 0; i < fesPerIter; i++ {
r := j.evaluate(pop)
// distinguish the first or any of the subsequent iterations.
switch i {
case 0:
bestResult = r
default:
// call evolve where jDE runs.
j.evolve(pop, &uniDist)
// take measurements of current population fitness.
r = j.evaluate(pop)
// save if better.
if r < bestResult {
bestResult = r
}
}
funcStats.BenchResults[iter].Results = append(
funcStats.BenchResults[iter].Results,
bestResult,
)
// this block makes sure we properly count func evaluations for
// the purpose of correctly comparable plot comparison. i.e.
// append the winning (current best) value NP-1 (the first best
// is already saved at this point) times to represent the fact
// that while evaluating (and comparing) other population
// individuals to the current best value is taking place in the
// background, the current best value itself is kept around and
// symbolically saved as the best of the Generation.
for x := 0; x < j.NP-1; x++ {
funcStats.BenchResults[iter].Results = append(
funcStats.BenchResults[iter].Results,
bestResult,
)
}
}
}
elapsed := time.Since(start)
jDELogger.Printf("completed: bench: %s, %dD, computing took %s\n",
j.BenchName, dim, elapsed,
)
// get mean vals.
dimXMean.MeanVals = stats.GetMeanVals(funcStats.BenchResults, maxFES)
funcStats.MeanVals = dimXMean.MeanVals
jDEStatDimX.BenchFuncStats = append(
jDEStatDimX.BenchFuncStats, *funcStats,
)
jDEStats = append(jDEStats, *jDEStatDimX)
jDEMeans.BenchMeans = append(jDEMeans.BenchMeans, *dimXMean)
}
sort.Sort(jDEMeans)
j.chAlgoMeans <- jDEMeans
j.ch <- jDEStats
}
// evaluate evaluates the fitness of current population.
func (j *JDE) evaluate(pop *Population) float64 {
f := pop.ProblemFunc
bestIndividual := pop.Population[pop.GetBestIdx()].CurX
bestSolution := f(bestIndividual)
return bestSolution
}
// evolve evolves a population by running the jDE (self-adapting Differential
// Evolution) algorithm on the passed population until termination conditions
// are met.
// nolint: gocognit
func (j *JDE) evolve(pop *Population, uniDist *distuv.Uniform) {
f := pop.ProblemFunc
genChampIdx := pop.GetBestIdx()
genChamp := ChampionIndividual{
X: pop.Population[genChampIdx].CurX,
}
genChampFitness := f(genChamp.X)
for i, currentIndividual := range pop.Population {
currentFitness := f(currentIndividual.CurX)
if genChampFitness < f(pop.Champion.X) {
pop.Champion.X = genChamp.X
}
donors := pop.SelectDonors(i)
mutant := mutate(j.MutationStrategy, currentIndividual, genChamp, pop, donors...)
if mutant == nil {
jDELogger.Fatalln("Somehow you managed to pass in an out-of-bounds mutation strategy, don't know what to do, exiting...")
}
crossPoints := make([]bool, pop.Dimen)
// prepare crossover points (binomial crossover).
for k := 0; k < pop.Dimen; k++ {
if v := uniDist.Rand(); v < pop.BestCR {
crossPoints[k] = true
} else {
crossPoints[k] = false
}
}
trial := make([]float64, pop.Dimen)
// recombine using crossover points.
for k := 0; k < pop.Dimen; k++ {
if crossPoints[k] {
trial[k] = currentIndividual.CurX[k]
} else {
trial[k] = mutant[k]
}
}
trialFitness := f(trial)
// replace if better.
if trialFitness < currentFitness {
pop.Population[i].CurX = trial
}
}
// adapt parameters.
j.adaptParameters(pop)
}
// adptParameters adapts parameters F and CR based on
// https://labraj.feri.um.si/images/0/05/CEC09_slides_Brest.pdf.
func (j *JDE) adaptParameters(p *Population) {
var nuF float64
var nuCR float64
switch {
case j.AdptScheme == 0:
if rand2 := j.getRandF(); rand2 < tau1 {
nuF = fl + (j.getRandF() * fu)
} else {
nuF = p.f[len(p.f)-1]
}
if rand4 := j.getRandCR(); rand4 < tau2 {
nuCR = j.getRandCR()
} else {
nuCR = p.cr[len(p.cr)-1]
}
case j.AdptScheme == 1:
nuF = p.BestF + j.getRandF()*0.5
nuCR = p.BestCR + j.getRandCR()*0.5
}
// sort out F.
p.f = append(p.f, nuF)
p.CurF = nuF
// sort out CR
p.cr = append(p.cr, nuCR)
p.CurCR = nuCR
// update best, if improved.
switch {
case nuF < p.BestF:
p.BestF = nuF
case nuCR < p.BestCR:
p.BestCR = nuCR
}
}
// getRandF returns a random value of F for parameter self-adaptation.
func (j *JDE) getRandF() float64 {
return j.rngF.Rand()
}
// getRandCR returns a random value of CR for parameter self-adaptation.
func (j *JDE) getRandCR() float64 {
return j.rngCR.Rand()
}
// NewjDE returns a pointer to a new, uninitialised jDE instance.
func NewjDE() *JDE {
return &JDE{}
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
import (
"log"
"os"
)
// gaLogger declares and initialises a "custom" ga logger.
var gaLogger = log.New(os.Stderr, " *** Γ ga:", log.Ldate|log.Ltime|log.Lshortfile)
// newLogger can be used to get a logger with a custom prefix.
func newLogger(prefix string) *log.Logger {
return log.New(os.Stderr, prefix, log.Ldate|log.Ltime|log.Lshortfile)
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
// mutation strategies iota consts.
const (
best1Exp = iota
rand1Exp
randtoBest1Exp
)
// mutations.
func clipVals(mutant []float64) []float64 {
for i := range mutant {
switch {
case mutant[i] < 0:
mutant[i] = 0
case mutant[i] > 1:
mutant[i] = 1
}
}
return mutant
}
// mutate performs the mutation of choice and returns the mutant.
func mutate(mutStrategy int, currentIndividual PopulationIndividual, genChamp ChampionIndividual, pop *Population, donors ...PopulationIndividual) []float64 {
var mutant []float64
dim := pop.Dimen
curF := pop.CurF
champ := genChamp.X
curX := currentIndividual.CurX
switch mutStrategy {
case best1Exp:
mutant = mutBest1Exp(dim, curF, champ, donors...)
case rand1Exp:
mutant = mutRand1Exp(dim, curF, donors...)
case randtoBest1Exp:
mutant = mutRandtoBest1Exp(dim, curF, champ, curX, donors...)
default:
return nil
}
// return mutant with values clipped to <0;1>.
return clipVals(mutant)
}
func mutBest1Exp(dim int, curF float64, champ []float64, donors ...PopulationIndividual) []float64 {
mutant := make([]float64, dim)
for i := 0; i < dim; i++ {
// mutant[i] = curF + (bestF*(donors[1].CurX[i]) - donors[2].CurX[i])
mutant[i] = champ[i] + (curF*(donors[1].CurX[i]) - donors[2].CurX[i])
}
return mutant
}
func mutRand1Exp(dim int, curF float64, donors ...PopulationIndividual) []float64 {
mutant := make([]float64, dim)
for i := 0; i < dim; i++ {
// tmp[n] = popold[r1][n] + curF*(popold[r2][n]-popold[r3][n]);
mutant[i] = donors[0].CurX[i] + curF*(donors[1].CurX[i]-donors[2].CurX[i])
}
return mutant
}
func mutRandtoBest1Exp(dim int, curF float64, champ, currentIndividual []float64, donors ...PopulationIndividual) []float64 {
mutant := make([]float64, dim)
for i := 0; i < dim; i++ {
mutant[i] += currentIndividual[i] + (curF*champ[i] - currentIndividual[i]) + (curF * (donors[0].CurX[i] - donors[1].CurX[i]))
}
return mutant
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
import (
"git.dotya.ml/wanderer/math-optim/bench/cec2020"
"golang.org/x/exp/rand"
"gonum.org/v1/gonum/stat/distuv"
)
type (
// DecisionVector is a []float64 abstraction representing the decision vector.
DecisionVector []float64
// FitnessVector is a []float64 abstraction representing the fitness vector.
FitnessVector []float64
// ConstraintVector is a []float64 abstraction representing the constraint vector.
ConstraintVector []float64
)
// PopulationIndividual represents a single population individual.
type PopulationIndividual struct {
CurX DecisionVector
CurF FitnessVector
BestX DecisionVector
BestC ConstraintVector
BestF FitnessVector
}
// ChampionIndividual is a representation of the best individual currently
// available in the population.
type ChampionIndividual struct {
X DecisionVector
// CR float64
// F float64
}
// Population groups population individuals (agents) with metadata about the population.
type Population struct {
// Population is a slice of population individuals.
Population []PopulationIndividual
// Champion represents the best individual of the population.
Champion ChampionIndividual
// Problem is the current benchmarking function this population is attempting to optimise.
Problem string
// ProblemFunction is the actual function to optimise.
ProblemFunc func([]float64) float64
// Dimen is the dimensionality of the problem being optimised.
Dimen int
// Seed is the value used to (re)init population.
Seed uint64
// f is the differential weight (mutation/weighting factor) adapted over time.
f []float64
// cr is the crossover probability constant adapted over time.
cr []float64
// BestF is the best recorded value of the differential weight F.
BestF float64
// BestCR is the best recorded value of the differential weight CR.
BestCR float64
// CurF is the current value of F.
CurF float64
// CurCR is the current value of the differential weight CR.
CurCR float64
}
// GetIndividual returns a reference to individual at position n.
func (p *Population) GetIndividual(n uint) *PopulationIndividual { return &PopulationIndividual{} }
// GetBestIdx returns the index of the best population individual.
func (p *Population) GetBestIdx() int {
f := p.ProblemFunc
bestIndividual := 0
// the first one is the best one.
bestVal := f(p.Population[0].CurX)
for i, v := range p.Population {
current := f(v.CurX)
if current < bestVal {
bestIndividual = i
}
}
return bestIndividual
}
// GetWorstIdx returns the index of the worst population individual.
func (p *Population) GetWorstIdx() int {
f := p.ProblemFunc
worstIndividual := 0
// the first one is the worst one.
worstVal := f(p.Population[0].CurX)
for i, v := range p.Population {
current := f(v.CurX)
if current > worstVal {
worstIndividual = i
}
}
return worstIndividual
}
// Init initialises all individuals to random values.
func (p *Population) Init() {
uniform := distuv.Uniform{
Min: cec2020.SearchRange.Min(),
Max: cec2020.SearchRange.Max(),
}
uniform.Src = rand.NewSource(p.Seed)
// gaLogger.Printf("population initialisation - popCount: %d, seed: %d\n",
// len(p.Population), p.Seed,
// )
for i, v := range p.Population {
v.CurX = make([]float64, p.Dimen)
for j := 0; j < p.Dimen; j++ {
v.CurX[j] = uniform.Rand()
}
p.Population[i] = v
}
p.f = make([]float64, p.Size())
p.cr = make([]float64, p.Size())
p.Champion = ChampionIndividual{X: p.Population[p.GetBestIdx()].CurX}
}
// Reinit reinitialises all individuals.
func (p *Population) Reinit() {
p.Init()
}
// ReinitN reinitialises the individual at position n.
func (p *Population) ReinitN(n uint) {}
// Clear sets all vectors to 0.
func (p *Population) Clear() {
if p.Population != nil {
for _, v := range p.Population {
v.CurX = make([]float64, p.Dimen)
v.CurF = make([]float64, p.Dimen)
v.BestX = make([]float64, p.Dimen)
v.BestC = make([]float64, p.Dimen)
v.BestF = make([]float64, p.Dimen)
}
}
}
func (p *Population) SelectDonors(currentIdx int) []PopulationIndividual {
popCount := p.Size()
idcs := make([]int, 0, popCount-1)
// gather indices.
for k := 0; k < popCount; k++ {
if k != currentIdx {
idcs = append(idcs, k)
}
}
// randomly choose 3 of those idcs.
selectedIdcs := make([]int, 0)
selectedA := false
selectedB := false
selectedC := false
for !selectedA {
candidateA := rand.Intn(len(idcs)) % len(idcs)
if candidateA != currentIdx {
selectedIdcs = append(selectedIdcs, candidateA)
selectedA = true
}
}
for !selectedB {
a := selectedIdcs[0]
candidateB := rand.Intn(len(idcs)) % len(idcs)
if candidateB != currentIdx && candidateB != a {
selectedIdcs = append(selectedIdcs, candidateB)
selectedB = true
}
}
for !selectedC {
a := selectedIdcs[0]
b := selectedIdcs[1]
candidateC := rand.Intn(len(idcs)) % len(idcs)
if candidateC != currentIdx && candidateC != a && candidateC != b {
selectedIdcs = append(selectedIdcs, candidateC)
selectedC = true
}
}
// selected contains the selected population individuals.
selected := make([]PopulationIndividual, 0)
// select individuals for donation.
for _, idx := range selectedIdcs {
for k := 0; k < popCount; k++ {
if k == idx {
selected = append(selected, p.Population[idx])
}
}
}
return selected
}
// MeanVelocity computes the mean current velocity of all individuals in the population.
func (p *Population) MeanVelocity() float64 { return 0.0 }
// Size returns the number of population individuals.
func (p *Population) Size() int {
return len(p.Population)
}
// newPopulation returns a pointer to a new, uninitialised population.
func newPopulation(benchProblem string, np, dimen int) *Population {
p := &Population{
Problem: benchProblem,
ProblemFunc: cec2020.Functions[benchProblem],
Dimen: dimen,
Population: make([]PopulationIndividual, np),
}
return p
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
import (
"sort"
"time"
"git.dotya.ml/wanderer/math-optim/bench/cec2020"
"git.dotya.ml/wanderer/math-optim/stats"
"golang.org/x/exp/rand"
"gonum.org/v1/gonum/stat/distuv"
)
// SOMAT3A holds the settings for an instance of SOMA T3A algorithm.
// nolint: unused
type SOMAT3A struct {
// Generations is the number of generations to evolve for. Disable limit
// with -1.
Generations int
// BenchMinIters is the number of iterations that the bench function will
// be re-run.
BenchMinIters int
// Dimensions in which to look for a solution.
Dimensions []int
// NP is the initial population size.
NP int
// K is the number of individuals to choose the leader from.
K int
// M denotes how many individuals are picked from the population to form a
// `team` during the organisation phase, can be thought of as "team size".
M int
// N is the number of best individuals in each team selected for actual
// migration.
N int
// Njumps is the fixed number of jumps that each chosen migrating
// individual performs on their way to the leader.
Njumps int
// BenchName is the human-friendly name of the benchmarking function.
BenchName string
// ch is a channel for writing back computed results.
ch chan []stats.Stats
// chAlgoMeans is a channel for writing back algo means.
chAlgoMeans chan *stats.AlgoBenchMean
// rng is a random number generator.
rng distuv.Uniform
// initialised denotes the initialisation state of the struct.
initialised bool
}
var somat3aLogger = newLogger(" ***  SOMA T3A")
// Init performs checks on the input params and initialises an instance of
// SOMAT3A.
func (s *SOMAT3A) Init(
generations, benchMinIters, np, k, m, n, njumps int,
dimensions []int,
bench string,
ch chan []stats.Stats,
chAlgoMeans chan *stats.AlgoBenchMean,
) error {
switch {
case generations == 0:
return errGenerationsIsZero
case generations == -1:
somat3aLogger.Println("Generations is '-1', disabling generation limits")
case benchMinIters < 1:
return errBenchMinItersIsLTOne
case np == 0:
return errNPIsZero
case k == 0:
return errKIsZero
case m == 0:
return errMIsZero
case n == 0:
return errNIsZero
case njumps == 0:
return errNjumpsIsZero
case len(dimensions) == 0:
return errDimensionsUnset
case bench == "":
return errBenchUnset
}
s.Generations = generations
s.BenchMinIters = benchMinIters
s.NP = np
s.K = k
s.M = m
s.N = n
s.Njumps = njumps
s.Dimensions = dimensions
s.BenchName = bench
s.ch = ch
s.chAlgoMeans = chAlgoMeans
s.initialised = true
gaLogger.Printf("%s init done for bench %s", s.getAlgoName(), s.BenchName)
return nil
}
// Run runs the SOMA T3A algo for each of `s.Dimensions` with benchmarking
// function `s.BenchName`, repeats the run `s.BenchMinIters` times and returns
// the stats via chans.
func (s *SOMAT3A) Run() {
if !s.initialised {
somat3aLogger.Fatalln(s.getAlgoName(), "needs to be initialised before calling Run(), exiting..")
}
var somat3aStats []stats.Stats
// testing purposes.
// s.BenchMinIters = 5
somat3aMeans := &stats.AlgoBenchMean{
Algo: s.getAlgoName(),
BenchMeans: make([]stats.BenchMean, 0, len(s.Dimensions)),
}
for _, dim := range s.Dimensions {
maxFES := cec2020.GetMaxFES(dim)
// TODO(me): check the slides for the formula to calculate this.
// 4 fes per member per njump.
// fesPerIter := int(float64(maxFES / (4 * s.NP * s.Njumps)))
fesPerIter := int(float64(maxFES / (4 * s.NP)))
somat3aStatDimX := &stats.Stats{
Algo: s.getAlgoName(),
Dimens: dim,
Iterations: s.BenchMinIters,
Generations: maxFES,
NP: s.NP,
}
funcStats := &stats.FuncStats{BenchName: s.BenchName}
dimXMean := &stats.BenchMean{
Bench: s.BenchName,
Dimens: dim,
Iterations: s.BenchMinIters,
Generations: maxFES,
Neighbours: -1,
}
uniDist := distuv.Uniform{
Min: cec2020.SearchRange.Min(),
Max: cec2020.SearchRange.Max(),
}
if maxFES == -1 {
somat3aLogger.Fatalf("could not get maxFES for current dim (%d), bailing", dim)
}
somat3aLogger.Printf("running bench \"%s\" for %dD, maxFES: %d\n",
s.BenchName, dim, maxFES,
)
funcStats.BenchResults = make([]stats.BenchRound, s.BenchMinIters)
// rand.Seed(uint64(time.Now().UnixNano()))
// create and seed a source of pseudo-randomness
src := rand.NewSource(uint64(rand.Int63()))
// track execution duration.
start := time.Now()
for iter := 0; iter < s.BenchMinIters; iter++ {
somat3aLogger.Printf("run: %d, bench: %s, %dD, started at %s",
iter, s.BenchName, dim, start,
)
funcStats.BenchResults[iter].Iteration = iter
uniDist.Src = src
// uniDist.Src = rand.NewSource(uint64(rand.Int63()))
// create a population with known params.
pop := newSOMAT3APopulation(s.BenchName, s.NP, s.K, s.M, s.N, s.Njumps, dim)
// set population seed.
pop.Seed = uint64(time.Now().UnixNano())
// initialise the population.
pop.Init()
bestResult := s.evaluate(pop)
// the core.
for i := 0; i < fesPerIter; i++ {
funcStats.BenchResults[iter].Results = append(
funcStats.BenchResults[iter].Results,
bestResult,
)
// call evolve where the inner workngs of SOMA T3A run.
s.evolve(pop)
// take measurements of current population fitness.
r := s.evaluate(pop)
// save if better.
if r < bestResult {
bestResult = r
}
// this block makes sure we properly count func evaluations for
// the purpose of correctly comparable plot comparison. i.e.
// append the winning (current best) value 4*NP-1 (the first
// best is already saved at this point) times to represent the
// fact that while evaluating (and comparing) other population
// individuals to the current best value is taking place in the
// background, the current best value itself is kept around and
// symbolically saved as the best of the Generation.
for x := 0; x < 4*s.NP-1; x++ {
funcStats.BenchResults[iter].Results = append(
funcStats.BenchResults[iter].Results,
bestResult,
)
}
}
}
elapsed := time.Since(start)
somat3aLogger.Printf("completed: bench: %s, %dD, computing took %s\n",
s.BenchName, dim, elapsed,
)
// get mean vals.
dimXMean.MeanVals = stats.GetMeanVals(funcStats.BenchResults, maxFES)
funcStats.MeanVals = dimXMean.MeanVals
somat3aStatDimX.BenchFuncStats = append(
somat3aStatDimX.BenchFuncStats, *funcStats,
)
somat3aStats = append(somat3aStats, *somat3aStatDimX)
somat3aMeans.BenchMeans = append(somat3aMeans.BenchMeans, *dimXMean)
}
sort.Sort(somat3aMeans)
s.chAlgoMeans <- somat3aMeans
s.ch <- somat3aStats
}
func (s *SOMAT3A) evaluate(pop *SOMAT3APopulation) float64 {
bestIndividual := pop.Population[pop.GetBestIdx()]
return pop.ProblemFunc(bestIndividual.CurX)
}
func (s *SOMAT3A) evolve(pop *SOMAT3APopulation) {
// organise.
leader, migrants := pop.organise()
// migrate.
pop.migrate(leader, migrants)
// actualise (position, best values..).
pop.actualise(migrants)
}
func (s *SOMAT3A) getAlgoName() string {
return "SOMA T3A"
}
// NewSOMAT3A returns a pointer to a new, uninitialised SOMAT3A instance.
func NewSOMAT3A() *SOMAT3A {
return &SOMAT3A{}
}

View File

@ -0,0 +1,31 @@
// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
func (p *SOMAT3APopulation) actualise(migrants []int) {
f := p.ProblemFunc
for _, i := range migrants {
bestJump := p.Population[i].Jumps[0]
for j := 1; j < p.Njumps; j++ {
jump := p.Population[i].Jumps[j]
// incrementing fes for the following is done in
// somat3aMigration.go.
if f(jump) < f(bestJump) {
bestJump = jump
}
}
if f(bestJump) < f(p.Population[i].CurX) {
p.Population[i].CurX = bestJump
}
p.fes += 2
// clean jump history
p.Population[i].Jumps = nil
}
}

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@ -0,0 +1,80 @@
// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
import (
"git.dotya.ml/wanderer/math-optim/bench/cec2020"
)
// migration is used in SOMA-type algos.
func (p *SOMAT3APopulation) migrate(leader int, migrants []int) {
for _, i := range migrants {
jumps := make([][]float64, p.Njumps)
// jump zero.
// jumps[0] = p.jump(i, leader, getStep(0, maxFES))
// bestJump of this migrant is now the jump zero.
// bestJump := jumps[0]
for j := 0; j < p.Njumps; j++ {
step := p.getStep()
jump := p.jump(i, leader, step)
p.fes += 2
jumps[j] = jump
}
p.Population[i].Jumps = jumps
p.Population[i].PRTVector = p.getPrtVector()
}
p.PRT = p.getPrt()
}
func (p *SOMAT3APopulation) jump(migrant, leader int, step float64) []float64 {
m := p.Population[migrant]
l := p.Population[leader]
prtv := m.PRTVector
t := step
jumpPosition := make([]float64, len(m.CurX))
for i := range m.CurX {
jumpPosition[i] = m.CurX[i] + ((l.CurX[i] - m.CurX[i]) * t * prtv[i])
}
return jumpPosition
}
// getPrtVector creates and returns the perturbation vector.
func (p *SOMAT3APopulation) getPrtVector() []float64 {
prtv := make([]float64, p.Dimen)
for i := range prtv {
r := p.zeroToOneRNG.Rand()
switch {
case r < p.PRT:
prtv[i] = 1
case r > p.PRT:
prtv[i] = 0
}
}
return prtv
}
// getPrt calculates the adaptive PRT.
func (p *SOMAT3APopulation) getPrt() float64 {
return 0.05 + 0.9*float64(p.fes/cec2020.GetMaxFES(p.Dimen))
}
// getStep calculates the step size.
func (p *SOMAT3APopulation) getStep() float64 {
return 0.15 + 0.08*float64(p.fes/cec2020.GetMaxFES(p.Dimen))
}

View File

@ -0,0 +1,76 @@
// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
import "golang.org/x/exp/rand"
func (p *SOMAT3APopulation) organise() (int, []int) {
leader := p.selectLeader()
migrants := p.selectMigrants(leader)
return leader, migrants
}
func (p *SOMAT3APopulation) selectMigrants(leader int) []int {
m := make([]int, p.M)
n := make([]int, p.N)
popCount := len(p.Population)
m[0] = rand.Intn(popCount)
for i := 1; i < p.M; i++ {
mgen:
candidateM := rand.Intn(popCount)
for _, v := range m {
if candidateM == v {
goto mgen
}
}
m[i] = candidateM
}
n[0] = rand.Intn(p.M)
for i := 1; i < p.N; i++ {
ngen:
candidateN := rand.Intn(p.M)
for _, v := range n {
if candidateN == v || candidateN == leader {
goto ngen
}
}
n[i] = candidateN
}
return n
}
func (p *SOMAT3APopulation) selectLeader() int {
k := make([]int, p.K)
popCount := len(p.Population)
k[0] = rand.Intn(popCount)
for i := 1; i < p.K; i++ {
kgen:
candidate := rand.Intn(popCount)
for _, v := range k {
if candidate == v {
goto kgen
}
}
k[i] = candidate
}
// choose one of K to become the leader.
leader := k[rand.Intn(p.K)]
return leader
}

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@ -0,0 +1,174 @@
// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package ga
import (
"git.dotya.ml/wanderer/math-optim/bench/cec2020"
"golang.org/x/exp/rand"
"gonum.org/v1/gonum/stat/distuv"
)
// PopulationIndividual represents a single population individual.
type SOMAT3APopulationIndividual struct {
CurX DecisionVector
PRTVector []float64
Jumps [][]float64
}
// ChampionIndividual is a representation of the best individual currently
// available in the population.
type SOMAT3AChampionIndividual struct {
X DecisionVector
}
// Population groups population individuals (agents) with metadata about the population.
type SOMAT3APopulation struct {
// Population is a slice of population individuals.
Population []SOMAT3APopulationIndividual
// Champion represents the best individual of the population.
Champion SOMAT3AChampionIndividual
// Problem is the current benchmarking function this population is attempting to optimise.
Problem string
// ProblemFunction is the actual function to optimise.
ProblemFunc func([]float64) float64
// Dimen is the dimensionality of the problem being optimised.
Dimen int
// fes is the current number of function evaluations.
fes int
// Seed is the value used to (re)init population.
Seed uint64
zeroToOneRNG distuv.Uniform
// PRT is the perturbation parameter.
PRT float64
// K is the number of individuals to choose the leader from.
K int
// M denotes how many individuals are picked from the population to form a
// `team` during the organisation phase, can be thought of as "team size".
M int
// N is the number of best individuals in each team selected for actual
// migration.
N int
// Njumps is the fixed number of jumps that each chosen migrating
// individual performs on their way to the leader.
Njumps int
}
// GetIndividual returns a reference to individual at position n.
func (p *SOMAT3APopulation) GetIndividual(n uint) *PopulationIndividual {
return &PopulationIndividual{}
}
// GetBestIdx returns the index of the best population individual.
func (p *SOMAT3APopulation) GetBestIdx() int {
f := p.ProblemFunc
bestIndividual := 0
// the first one is the best one.
bestVal := f(p.Population[0].CurX)
for i, v := range p.Population {
current := f(v.CurX)
if current < bestVal {
bestIndividual = i
}
}
return bestIndividual
}
// GetWorstIdx returns the index of the worst population individual.
func (p *SOMAT3APopulation) GetWorstIdx() int {
f := p.ProblemFunc
worstIndividual := 0
// the first one is the worst one.
worstVal := f(p.Population[0].CurX)
for i, v := range p.Population {
current := f(v.CurX)
if current > worstVal {
worstIndividual = i
}
}
return worstIndividual
}
// Init initialises all individuals to random values.
func (p *SOMAT3APopulation) Init() {
low := cec2020.SearchRange.Min()
high := cec2020.SearchRange.Max()
// zeroToOneRNG := distuv.Uniform{
p.zeroToOneRNG = distuv.Uniform{
Min: 0,
Max: 1,
Src: rand.NewSource(p.Seed),
}
// gaLogger.Printf("population initialisation - popCount: %d, seed: %d\n",
// len(p.Population), p.Seed,
// )
p.PRT = p.getPrt()
// for i,v := range p.Population {
for i := range p.Population {
v := SOMAT3APopulationIndividual{}
v.CurX = make([]float64, p.Dimen)
for j := 0; j < p.Dimen; j++ {
// with current settings, this will always be `low + 0` since
// `high - low = 0`.
v.CurX[j] = low + p.zeroToOneRNG.Rand()*(high-low)
}
v.PRTVector = p.getPrtVector()
v.Jumps = make([][]float64, p.Njumps)
p.Population[i] = v
}
p.Champion = SOMAT3AChampionIndividual{X: p.Population[p.GetBestIdx()].CurX}
}
// Reinit reinitialises all individuals.
func (p *SOMAT3APopulation) Reinit() {
p.Init()
}
// Clear sets all vectors to 0.
func (p *SOMAT3APopulation) Clear() {
if p.Population != nil {
for _, v := range p.Population {
v.CurX = make([]float64, p.Dimen)
}
}
}
// Size returns the number of population individuals.
func (p *SOMAT3APopulation) Size() int {
return len(p.Population)
}
// newPopulation returns a pointer to a new, uninitialised population.
func newSOMAT3APopulation(benchProblem string, np, k, m, n, nj, dimen int) *SOMAT3APopulation {
p := &SOMAT3APopulation{
Problem: benchProblem,
ProblemFunc: cec2020.Functions[benchProblem],
K: k,
M: m,
N: n,
Njumps: nj,
Dimen: dimen,
Population: make([]SOMAT3APopulationIndividual, np),
}
return p
}

View File

@ -6,6 +6,7 @@
import (
"fmt"
"log"
"strconv"
"strings"
"sync"
"time"
@ -23,8 +24,9 @@
const (
preferredFont = "Mono"
titlePreferredFont = "Sans"
yAxisLabel = "CF value"
yAxisLabel = "f(x)"
xAxisLabel = "Generations"
xAxisLabelAlt = "FES"
)
// PlotMeanValsMulti creates plots for every member of 'stats.AlgoMeanVals' it
@ -55,7 +57,8 @@ func PlotMeanValsMulti(
iterations, bench, dimens,
)
p.X.Label.Text = "Objective func. evaluations"
// p.X.Label.Text = "Objective func. evaluations"
p.X.Label.Text = xAxisLabelAlt
p.X.Label.TextStyle.Font.Variant = preferredFont
p.X.Label.TextStyle.Font.Weight = 1 // Medium
p.X.Tick.Label.Font.Variant = preferredFont
@ -149,7 +152,7 @@ func PlotMeanValsMulti(
mCoMPL.Unlock()
}
func plotMeanVals(meanVals []float64, title string, fes int) *plot.Plot {
func plotMeanVals(meanVals []float64, title, algo string, fes int) *plot.Plot {
plotter.DefaultFont.Typeface = preferredFont
plotter.DefaultLineStyle.Width = vg.Points(2.0)
@ -162,7 +165,12 @@ func plotMeanVals(meanVals []float64, title string, fes int) *plot.Plot {
p.Title.Text = "Mean - " + title
p.X.Label.Text = xAxisLabel
if strings.Contains(algo, "DE") || strings.Contains(algo, "SOMA") {
p.X.Label.Text = xAxisLabelAlt
} else {
p.X.Label.Text = xAxisLabel
}
// p.X.Label.Padding = 8 * vg.Millimeter
p.X.Label.TextStyle.Font.Variant = preferredFont
p.X.Label.TextStyle.Font.Weight = 1 // Medium
@ -208,8 +216,8 @@ func plotMeanVals(meanVals []float64, title string, fes int) *plot.Plot {
return p
}
// violating gocognit 30, TODO(me): still split this up.
// nolint: gocognit
// violating gocognit 30, TODO(me): still split this up. fPrefix is always "plot" according to unparam.
// nolint: gocognit,unparam
func plotAllDims(algoStats []stats.Stats, fPrefix, fExt string, ch chan report.PicList, chMean chan report.PicList) {
start := time.Now()
@ -246,6 +254,14 @@ func plotAllDims(algoStats []stats.Stats, fPrefix, fExt string, ch chan report.P
s.Generations,
s.Iterations,
)
// For differential evolution, add params to title.
if strings.Contains(s.Algo, "DE") {
p.Title.Text += fmt.Sprintf(",\nNP: %d, F: ", s.NP) +
strconv.FormatFloat(s.F, 'f', -1, 64) + ", CR: " +
strconv.FormatFloat(s.CR, 'f', -1, 64)
}
// this is latex-rendered.
pic.Caption = strings.ReplaceAll(p.Title.Text, " ", "~")
@ -254,7 +270,12 @@ func plotAllDims(algoStats []stats.Stats, fPrefix, fExt string, ch chan report.P
pL.Bench = s.BenchFuncStats[0].BenchName
pLMean.Bench = s.BenchFuncStats[0].BenchName
p.X.Label.Text = xAxisLabel
if strings.Contains(s.Algo, "DE") {
p.X.Label.Text = xAxisLabelAlt
} else {
p.X.Label.Text = xAxisLabel
}
p.X.Label.TextStyle.Font.Variant = preferredFont
p.X.Label.TextStyle.Font.Weight = 1 // Medium
p.X.Tick.Label.Font.Variant = preferredFont
@ -310,6 +331,8 @@ func plotAllDims(algoStats []stats.Stats, fPrefix, fExt string, ch chan report.P
lines...,
)
if err != nil {
log.Printf("issue constructing a plot, bench: %s", dim.BenchName)
// panic (don't panic, I know) instead of a hard exit.
log.Panic(err)
}
@ -343,18 +366,22 @@ func plotAllDims(algoStats []stats.Stats, fPrefix, fExt string, ch chan report.P
picMean.FilePath = filenameMean
// get the *mean* plot.
pMean := plotMeanVals(dim.MeanVals, meanTitle, s.Generations)
pMean := plotMeanVals(dim.MeanVals, meanTitle, s.Algo, s.Generations)
elapsed := time.Since(start)
info := fmt.Sprintf("saving img to file: %s(-Mean)%s [generated in %s]",
filename, fExt, elapsed,
)
// TODO(me): rework this.
if s.Algo == "Random Search" {
switch {
case s.Algo == "Random Search":
printRandomSearch(info)
} else {
case strings.Contains(s.Algo, "Stochastic Hill Climbing"):
printSHC(info)
default:
log.Println(info)
}
// Save the plot to a file using the above-constructed 'filename'.

View File

@ -3,6 +3,8 @@
package bench
import "log"
type funcParams struct {
min float64
max float64
@ -23,6 +25,9 @@ type funcParams struct {
// Dimensions to compute for (spatial complexity..?).
Dimensions = []int{5, 10, 20}
// DimensionsGA are used with Genetic Algorithms (such as DE, see algo/de).
DimensionsGA = []int{10, 30}
// SchwefelParams is a struct holding the min, max allowed value of inputs
// passed to the Schwefel function.
SchwefelParams = funcParams{min: -500.0, max: 500.0}
@ -32,6 +37,9 @@ type funcParams struct {
// DeJong2Params is a struct holding the min, max allowed value of inputs
// passed to the De Jong 2nd function.
DeJong2Params = funcParams{min: -5.0, max: 5.0}
// RastriginParams is a struct holding the min, max allowed value of inputs
// passed to the Rastrigin function.
RastriginParams = funcParams{min: -5.12, max: 5.12}
)
// Min returns the non-exported "min" field of a funcParams struct.
@ -43,3 +51,19 @@ func (f *funcParams) Min() float64 {
func (f *funcParams) Max() float64 {
return f.max
}
// NewfuncParams returns a pointer to a fresh instance of funcParams.
// nolint: revive
func NewfuncParams(min, max float64) *funcParams {
return &funcParams{min: min, max: max}
}
// GetGAMaxFES calculates the value of MaxFES for Genetic Algorithms. This is
// an arbitrary specification where MaxFES is 5000xD.
func GetGAMaxFES(dim int) int {
if dim <= 0 {
log.Fatalln("dim has to be greater than 0, got:", dim)
}
return dim * 5000
}

View File

@ -62,3 +62,13 @@ func TestDeJong2Params(t *testing.T) {
t.Errorf("wrong DeJong2Params, want: %+v, got: %+v", want, got)
}
}
func TestGetGAMaxFES(t *testing.T) {
dim := 3
want := 15000
got := GetGAMaxFES(dim)
if want != got {
t.Errorf("wrong GAMaxFES result, want: %d, got: %d", want, got)
}
}

View File

@ -0,0 +1,212 @@
// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import "math"
// Rastrigin calculates the value of the Rastrigin function for x.
func Rastrigin(x []float64) float64 {
var sum float64
for i := range x {
sum += math.Pow(x[i], 2) - (10 * math.Cos(2*math.Pi*x[i])) + 10
}
return sum
}
// HighConditionedElliptic is the "High Conditioned Elliptic Function" of
// CEC2020.
func HighConditionedElliptic(x []float64) float64 {
var sum float64
// float64 version of the length of x.
fnx := float64(len(x))
for i := range x {
sum += math.Pow(math.Pow(10, 6), float64(i-1)/(fnx-1)) * math.Pow(x[i], 2)
}
return sum
}
// HGBat is the "HGBat Function" of CEC2020.
func HGBat(x []float64) float64 {
var sum1 float64
var sum2 float64
for i := range x {
sum1 += math.Pow(x[i], 2)
sum2 += x[i]
}
// float64 version of the length of x.
fnx := float64(len(x))
return math.Pow(math.Abs(math.Pow(sum1, 2)-math.Pow(sum2, 2)), 0.5) + (((0.5 * sum1) + sum2) / (fnx + 0.5))
}
// Rosenbrock is the "Rosenbrock's Function" of CEC2020.
// ref: https://infinity77.net/global_optimization/test_functions_nd_R.html#go_benchmark.Rosenbrock
func Rosenbrock(x []float64) float64 {
var sum float64
for i := 0; i < len(x)-1; i++ {
sum += 100*(math.Pow(math.Pow(x[i], 2)-x[i+1], 2)) + math.Pow(x[i]-1, 2)
}
return sum
}
// Griewank is the "Griewank's Function" of CEC2020.
// ref: https://www.sfu.ca/~ssurjano/griewank.html
func Griewank(x []float64) float64 {
var sum float64
var prod float64
for i := range x {
sum += math.Pow(x[i], 2) / 4000
// use i+1 in sqrt so that we don't get Nan.
prod *= math.Cos(x[i] / math.Sqrt(float64(i+1)))
}
return sum - prod + 1
}
// Ackley is the "Ackley's Function" of CEC2020.
func Ackley(x []float64) float64 {
var sum1 float64
var sum2 float64
for i := range x {
sum1 += math.Pow(x[i], 2)
sum2 += math.Cos(2 * math.Pi * x[i])
}
// float64 version of the length of x.
fnx := float64(len(x))
return -20*math.Exp(-0.2*math.Sqrt((1/fnx)*sum1)) - math.Exp((1/fnx)*sum2) + 20 + math.E
}
// Happycat is the "Happycat Function" of CEC2020.
func Happycat(x []float64) float64 {
var sum1 float64
var sum2 float64
var sum3 float64
// float64 version of the length of x.
fnx := float64(len(x))
for i := range x {
xipow2 := math.Pow(x[i], 2)
sum1 += xipow2 - fnx
sum2 += xipow2
sum3 += x[i]
}
return math.Pow(math.Abs(sum1), 0.25) + (((0.5 * sum2) + sum3) / (fnx + 0.5))
}
// Discus is the "Discus Function" of CEC2020.
func Discus(x []float64) float64 {
var sum float64
nx := len(x)
for i := 1; i < nx; i++ {
sum += math.Pow(x[i], 2)
}
return sum + (1000000 * math.Pow(x[0], 2))
}
// SchwefelModified is the "Modified Schwefel's Function" of CEC2020 with summation
// of g(zi) where zi = xi + 4.209687462275036e+002 and
// g(zi) = zi * sin(|zi|^(1/2)) ... if |zi| <= 500,
// g(zi) = (500-mod(zi,500)) * sin(sqrt(|500-mod(zi,500)|)) - (zi-500^2)/10000D ... if zi > 500,
// g(zi) = (mod(|zi|,500)-500) * sin(sqrt(|mod(|zi|,500)-500|)) - (zi-500^2)/10000D ... if zi < -500.
func SchwefelModified(x []float64) float64 {
var sum float64
// float64 version of the length of x.
fnx := float64(len(x))
for i := range x {
zi := x[i] + 4.209687462275036e+002
switch {
case zi > 500:
// g(zi)
sum += (500-math.Mod(zi, 500))*math.Sin(math.Sqrt(math.Abs(500-math.Mod(zi, 500)))) - (math.Pow(zi-500.0, 2.0) - 10000*fnx)
case zi < -500:
// g(zi)
case math.Abs(zi) <= 500:
// g(zi)
sum += zi * math.Sin(math.Pow(math.Abs(zi), 0.5))
}
}
return 418.9829*fnx - sum
}
// Schaffer is the Schaffer's function.
func Schaffer(x, y float64) float64 {
return 0.5 + (math.Pow(math.Sin(math.Sqrt(math.Pow(x, 2)+math.Pow(y, 2))-0.5), 2) / (1 + 0.001*(math.Pow(x, 2)+math.Pow(y, 2))))
}
// SchafferExpanded is the "Expanded Schaffer's Function" of CEC2020.
func SchafferExpanded(x []float64) float64 {
var sum float64
nx := len(x)
for i := range x {
sum += Schaffer(x[i], x[i%nx])
}
return sum
}
// Weierstrass is the "Weierstrass Function" of CEC2020 with a=0.5, b=3 and
// kmax=20.
func Weierstrass(x []float64) float64 {
a := 0.5
b := 3.0
kmax := 20.0
// float64 version of the length of x.
fnx := float64(len(x))
var sum1 float64
var sum2 float64
for i := range x {
var ksum float64
for k := 0.0; k < kmax; k++ {
ksum += math.Pow(a, k) * math.Cos(2*math.Pi*math.Pow(b, k)*(x[i]+0.5))
}
sum1 += ksum
}
for k := 0.0; k < kmax; k++ {
sum2 += math.Pow(a, k) * math.Cos(2*math.Pi*math.Pow(b, k)*0.5)
}
return sum1 - (fnx * sum2)
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import "testing"
// TestRastrigin checks that the Rastrigin func performs as expected.
func TestRastrigin(t *testing.T) {
testInput := []float64{
-2.7137778065280593,
-1.9789783390895765,
-4.38267902085263,
-4.617877608383319,
-2.1529909200665474,
-3.801849324611571,
2.4968697503272486,
-0.27358100201730196,
2.0444319451255977,
3.8798952350630653,
-0.6150024279011337,
2.8643010641852413,
-0.6692444051928748,
4.4649633199687475,
3.2510298731558507,
-4.2095036422081495,
-0.130882052243404,
1.2001716295708604,
-0.29427650577602193,
}
want := 343.97127081044846
got := Rastrigin(testInput)
if want != got {
t.Errorf("incorrect Rastrigin output, want: %f, got: %f", want, got)
}
}
func TestHighConditionedElliptic(t *testing.T) {
testInput := []float64{
-2.7137778065280593,
-1.9789783390895765,
-4.38267902085263,
-4.617877608383319,
-2.1529909200665474,
-3.801849324611571,
2.4968697503272486,
-0.27358100201730196,
2.0444319451255977,
3.8798952350630653,
-0.6150024279011337,
2.8643010641852413,
-0.6692444051928748,
4.4649633199687475,
3.2510298731558507,
-4.2095036422081495,
-0.130882052243404,
1.2001716295708604,
-0.29427650577602193,
}
want := 1.630609804125232e+06
got := HighConditionedElliptic(testInput)
if want != got {
t.Errorf("incorrect output, want: %f, got: %v", want, got)
}
}
func TestGHBat(t *testing.T) {
testInput := []float64{
-2.7137778065280593,
-1.9789783390895765,
-4.38267902085263,
-4.617877608383319,
-2.1529909200665474,
-3.801849324611571,
2.4968697503272486,
-0.27358100201730196,
2.0444319451255977,
3.8798952350630653,
-0.6150024279011337,
2.8643010641852413,
-0.6692444051928748,
4.4649633199687475,
3.2510298731558507,
-4.2095036422081495,
-0.130882052243404,
1.2001716295708604,
-0.29427650577602193,
}
want := 158.83404437332385
got := HGBat(testInput)
if want != got {
t.Errorf("incorrect output, want: %f, got: %v", want, got)
}
}
func TestRosenbrock(t *testing.T) {
testInput := []float64{
-2.7137778065280593,
-1.9789783390895765,
-4.38267902085263,
-4.617877608383319,
-2.1529909200665474,
-3.801849324611571,
2.4968697503272486,
-0.27358100201730196,
2.0444319451255977,
3.8798952350630653,
-0.6150024279011337,
2.8643010641852413,
-0.6692444051928748,
4.4649633199687475,
3.2510298731558507,
-4.2095036422081495,
-0.130882052243404,
1.2001716295708604,
-0.29427650577602193,
}
want := 270378.6217883186
got := Rosenbrock(testInput)
if want != got {
t.Errorf("incorrect output, want: %f, got: %v", want, got)
}
}
func TestAckley(t *testing.T) {
testInput := []float64{
-2.7137778065280593,
-1.9789783390895765,
-4.38267902085263,
-4.617877608383319,
-2.1529909200665474,
-3.801849324611571,
2.4968697503272486,
-0.27358100201730196,
2.0444319451255977,
3.8798952350630653,
-0.6150024279011337,
2.8643010641852413,
-0.6692444051928748,
4.4649633199687475,
3.2510298731558507,
-4.2095036422081495,
-0.130882052243404,
1.2001716295708604,
-0.29427650577602193,
}
want := 10.420166703127961
got := Ackley(testInput)
if want != got {
t.Errorf("incorrect output, want: %f, got: %v", want, got)
}
}
func TestDiscus(t *testing.T) {
testInput := []float64{
-2.7137778065280593,
-1.9789783390895765,
-4.38267902085263,
-4.617877608383319,
-2.1529909200665474,
-3.801849324611571,
2.4968697503272486,
-0.27358100201730196,
2.0444319451255977,
3.8798952350630653,
-0.6150024279011337,
2.8643010641852413,
-0.6692444051928748,
4.4649633199687475,
3.2510298731558507,
-4.2095036422081495,
-0.130882052243404,
1.2001716295708604,
-0.29427650577602193,
}
want := 7.364737863641793e+06
got := Discus(testInput)
if want != got {
t.Errorf("incorrect output, want: %f, got: %v", want, got)
}
}
func TestSchafferExpanded(t *testing.T) {
testInput := []float64{
-2.7137778065280593,
-1.9789783390895765,
-4.38267902085263,
-4.617877608383319,
-2.1529909200665474,
-3.801849324611571,
2.4968697503272486,
-0.27358100201730196,
2.0444319451255977,
3.8798952350630653,
-0.6150024279011337,
2.8643010641852413,
-0.6692444051928748,
4.4649633199687475,
3.2510298731558507,
-4.2095036422081495,
-0.130882052243404,
1.2001716295708604,
-0.29427650577602193,
}
want := 15.903821248304322
got := SchafferExpanded(testInput)
if want != got {
t.Errorf("incorrect output, want: %f, got: %v", want, got)
}
}
func TestWeierstrass(t *testing.T) {
testInput := []float64{
-2.7137778065280593,
-1.9789783390895765,
-4.38267902085263,
-4.617877608383319,
-2.1529909200665474,
-3.801849324611571,
2.4968697503272486,
-0.27358100201730196,
2.0444319451255977,
3.8798952350630653,
-0.6150024279011337,
2.8643010641852413,
-0.6692444051928748,
4.4649633199687475,
3.2510298731558507,
-4.2095036422081495,
-0.130882052243404,
1.2001716295708604,
-0.29427650577602193,
}
want := 39.69284047936819
got := Weierstrass(testInput)
if want != got {
t.Errorf("incorrect output, want: %f, got: %v", want, got)
}
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import "math"
// BentCigar is the "Bent Cigar Function" of CEC2020.
func BentCigar(x []float64) float64 {
var sum float64
for i := 1; i < len(x); i++ {
sum += math.Pow(x[i], 2)
}
return (1000000 * sum) + math.Pow(x[0], 2)
}
// Schwefel is the "Shifted and Rotated Schwefel's Function" of CEC2020.
func Schwefel(x []float64) float64 {
return SchwefelModified(x)
}
// LunacekBiRastrigin is the "Shifted and Rotated Lunacek bi-Rastrigin Function" of CEC2020.
// ref: https://al-roomi.org/benchmarks/unconstrained/n-dimensions/229-lunacek-s-bi-rastrigin-function.
func LunacekBiRastrigin(x []float64) float64 {
var sum0 float64
var sum1 float64
var sum2 float64
nx := len(x)
fnx := float64(nx)
s := 1 - (1 / ((2 * math.Sqrt(fnx+20)) - 8.2))
d := 1.0
mu0 := 2.5
mu1 := -math.Sqrt((math.Pow(mu0, 2) - d) / s)
xhat := getMean(x)
for i := range x {
sum0 += math.Pow(xhat-mu0, 2)
sum1 += math.Pow(xhat-mu1, 2)
zi := math.Pow(100, 0.5*((float64(i)-1)/fnx-1)) * xhat
sum2 += (1 - math.Cos(2*math.Pi*zi))
}
return math.Min(sum0, (d*fnx)+(s*sum1)) + 10*sum2
}
// RosenbrockGriewank is the "Expanded Rosenbrock's plus Griewank's Function"
// of CEC2020.
func RosenbrockGriewank(x []float64) float64 {
var sum float64
nx := len(x)
for i := range x {
f := []float64{x[i], x[(i+1)%nx]}
sum += Griewank([]float64{Rosenbrock(f)})
}
return sum
}
// Hybrid1 is the "Hybrid Function 1" of CEC2020.
func Hybrid1(x []float64) float64 {
nx := len(x)
fnx := float64(nx)
funcs := []func([]float64) float64{
SchwefelModified,
Rastrigin,
HighConditionedElliptic,
}
// percentages used to control the amount of contribution of each func.
p := []float64{0.3, 0.3, 0.4}
gnx := getGnx(p, fnx)
var sum float64
for i := range funcs {
sum += funcs[i](x) * gnx[i]
}
return sum
}
// Hybrid2 is the "Hybrid Function 2" of CEC2020.
func Hybrid2(x []float64) float64 {
nx := len(x)
fnx := float64(nx)
funcs := []func([]float64) float64{
SchafferExpanded,
HGBat,
Rosenbrock,
SchwefelModified,
}
// percentages used to control the amount of contribution of each func.
p := []float64{0.2, 0.2, 0.3, 0.3}
gnx := getGnx(p, fnx)
var sum float64
for i := range funcs {
sum += funcs[i](x) * gnx[i]
}
return sum
}
// Hybrid3 is the "Hybrid Function 3" of CEC2020.
func Hybrid3(x []float64) float64 {
nx := len(x)
fnx := float64(nx)
funcs := []func([]float64) float64{
SchafferExpanded,
HGBat,
Rosenbrock,
SchwefelModified,
HighConditionedElliptic,
}
// percentages used to control the amount of contribution of each func.
p := []float64{0.1, 0.2, 0.2, 0.2, 0.3}
gnx := getGnx(p, fnx)
var sum float64
for i := range funcs {
sum += funcs[i](x) * gnx[i]
}
return sum
}
// Composition1 is the "Composition Function 1" of CEC2020.
func Composition1(x []float64) float64 {
nx := len(x)
fnx := float64(nx)
// optimum positions.
o := newOpt(nx)
sigma := []float64{10, 20, 30}
lambda := []float64{1, 10, 1}
bias := []float64{0, 100, 200}
omega := make([]float64, nx)
funcs := []func([]float64) float64{
Rastrigin,
Griewank,
SchwefelModified,
}
var sum float64
weights := make([]float64, len(funcs))
for i := range funcs {
wi := getWeight(x, o, sigma[i], fnx)
weights = append(weights, wi)
var wsum float64
for j := range weights {
wsum += weights[j]
}
omega = append(omega, wi/wsum)
sum += (omega[i] * (lambda[i]*funcs[i](x) + bias[i])) + funcs[i](x)
}
return sum
}
// Composition2 is the "Composition Function 2" of CEC2020.
func Composition2(x []float64) float64 {
nx := len(x)
fnx := float64(nx)
// optimum positions.
o := newOpt(nx)
sigma := []float64{10, 20, 30, 40}
lambda := []float64{10, 1e-6, 10, 1}
bias := []float64{0, 100, 200, 300}
omega := make([]float64, nx)
funcs := []func([]float64) float64{
Ackley,
HighConditionedElliptic,
Griewank,
Rastrigin,
}
var sum float64
weights := make([]float64, len(funcs))
for i := range funcs {
wi := getWeight(x, o, sigma[i], fnx)
weights = append(weights, wi)
var wsum float64
for j := range weights {
wsum += weights[j]
}
omega = append(omega, wi/wsum)
sum += (omega[i] * (lambda[i]*funcs[i](x) + bias[i])) + funcs[i](x)
}
return sum
}
// Composition3 is the "Composition Function 3" of CEC2020.
func Composition3(x []float64) float64 {
nx := len(x)
fnx := float64(nx)
// optimum positions.
o := newOpt(nx)
sigma := []float64{10, 20, 30, 40, 50}
lambda := []float64{10, 1, 10, 1e-6, 1}
bias := []float64{0, 100, 200, 300, 400}
omega := make([]float64, nx)
funcs := []func([]float64) float64{
Rastrigin,
Happycat,
Ackley,
Discus,
Rosenbrock,
}
var sum float64
weights := make([]float64, len(funcs))
for i := range funcs {
wi := getWeight(x, o, sigma[i], fnx)
weights = append(weights, wi)
var wsum float64
for j := range weights {
wsum += weights[j]
}
omega = append(omega, wi/wsum)
sum += (omega[i] * (lambda[i]*funcs[i](x) + bias[i])) + funcs[i](x)
}
return sum
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import "testing"
func TestComposition1(t *testing.T) {
in := []float64{-9.2, 10, .7, 3, -80.2843}
want := 7248.007126969505
got := Composition1(in)
if got != want {
t.Errorf("unexpected result from Composition1, want: %f, got: %v", want, got)
}
}
func TestComposition2(t *testing.T) {
in := []float64{-9.2, 10, .7, 3, -80.2843}
want := 2.0384259701506793e+08
got := Composition2(in)
if got != want {
t.Errorf("unexpected result from Composition2, want: %f, got: %v", want, got)
}
}
func TestComposition3(t *testing.T) {
in := []float64{-9.2, 10, .7, 3, -80.2843}
want := 8.699499674241544e+07
got := Composition3(in)
if got != want {
t.Errorf("unexpected result from Composition3, want: %f, got: %v", want, got)
}
}
func TestGriewank(t *testing.T) {
in := []float64{-9.2, 10, .7, 3, -80.2843}
want := 2.6599247066225002
got := Griewank(in)
if got != want {
t.Errorf("unexpected result from Griewank, want: %f, got: %v", want, got)
}
}
func TestHybrid1(t *testing.T) {
in := []float64{-9.2, 10, .7, 3, -80.2843}
want := 2.0385039193698734e+08
got := Hybrid1(in)
if got != want {
t.Errorf("unexpected result from Hybrid1, want: %f, got: %v", want, got)
}
}
func TestHybrid2(t *testing.T) {
in := []float64{-9.2, 10, .7, 3, -80.2843}
want := 4.6901057350488175e+06
got := Hybrid2(in)
if got != want {
t.Errorf("unexpected result from Hybrid2, want: %f, got: %v", want, got)
}
}
func TestHybrid3(t *testing.T) {
in := []float64{-9.2, 10, .7, 3, -80.2843}
want := 2.0618485725498265e+08
got := Hybrid3(in)
if got != want {
t.Errorf("unexpected result from Hybrid3, want: %f, got: %v", want, got)
}
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
/*
#define INF 1.0e99
#define EPS 1.0e-14
#define E 2.7182818284590452353602874713526625
#define PI 3.1415926535897932384626433832795029
*/
const (
searchRangeMin = -100
searchRangeMax = 100
)

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
// Package cec2020 implements functions of the CEC2020 Testbed.
// Function definitions and overview: https://github.com/P-N-Suganthan/2020-Bound-Constrained-Opt-Benchmark/blob/d8b4c52f161562cd462e9b3352885e8df6fd2e41/Definitions%20of%20%20CEC2020%20benchmark%20suite%20Bound%20Constrained.pdf
// Example implementation: https://github.com/danney9512/CEC2020-Bound-Constrained-Opt_mpmL-SHADE/blob/master/mpmL-SHADE_source code/src/problem_test_functions.h
package cec2020

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import (
"math"
"time"
"golang.org/x/exp/rand"
"gonum.org/v1/gonum/stat"
"gonum.org/v1/gonum/stat/distuv"
)
// void shiftfunc (double*,double*,int,double*);
// void rotatefunc (double*,double*,int, double*);
// void sr_func (double *, double *, int, double*, double*, double, int, int); // shift and rotate
// void asyfunc (double *, double *x, int, double);
// void oszfunc (double *, double *, int);
// void cf_cal(double *, double *, int, double *,double *,double *,double *,int);
// Shift shifts values of x based on values of os.
func Shift(x []float64, os []float64) {
if len(x) != len(os) {
cec2020Logger.Fatalln("slices are of different sizes, bailing...")
}
for i := range x {
x[i] -= os[i]
}
}
// Rotate rotates values of x based on values of mr.
func Rotate(x []float64, mr []float64) {
nx := len(x)
if int(math.Pow(float64(nx), 2)) > len(mr) {
cec2020Logger.Fatalf("either x is too big or mr is of insufficient size (%d:%d), bailing...\n", nx, len(mr))
}
xrot := make([]float64, nx)
for i := 0; i < nx; i++ {
for j := 0; j < nx; j++ {
x[j] += xrot[i] + (x[j] * mr[(i*nx)+j])
}
}
}
// ShiftRotate shifts and/or rotates the input x based on the request params
// shift and rotate (bool), using the values of os and/or mr.
func ShiftRotate(x []float64, os []float64, mr []float64, shiftRate float64, shift, rotate bool) {
switch {
case shift && rotate:
Shift(x, os)
// shrink to the original search range.
for i := range x {
x[i] *= shiftRate
}
Rotate(x, mr)
case shift && !rotate:
Shift(x, os)
// shrink to the original search range.
for i := range x {
x[i] *= shiftRate
}
case !shift && rotate:
// shrink to the original search range
for i := range x {
x[i] *= shiftRate
}
Rotate(x, mr)
case !shift && !rotate:
for i := range x {
x[i] *= shiftRate
}
}
}
// Asy is the asymptotic function.
func Asy(x []float64, beta float64) {
nx := len(x)
for i := range x {
if x[i] > 0 {
fi := float64(i)
fnx := float64(nx)
x[i] = math.Pow(x[i], 1+((beta*fi)/(fnx-1)*math.Pow(x[i], 0.5)))
}
}
}
// GetMaxFES returns maxFES for the passed dimension, given that it's present
// in the MaxFES slice, returns -1 otherwise.
func GetMaxFES(dim int) int {
for i, d := range Dimensions {
if dim == d {
return MaxFES[i]
}
}
return -1
}
// nolint: unused
func newXopt(n int, mu0 float64) []float64 {
gaussDist := &distuv.Normal{
Src: rand.NewSource(uint64(time.Now().UnixNano())),
}
tmpvec := make([]float64, n)
xopt := make([]float64, n)
for i := 0; i < n; i++ {
tmpvec = append(tmpvec, gaussDist.Rand())
xopt = append(xopt, 0.5*mu0)
if tmpvec[i] < 0 {
xopt[i] *= -1
}
}
return xopt
}
// newOpt returns a slice of optimal float64 values.
func newOpt(n int) []float64 {
uniformDist := &distuv.Uniform{
Src: rand.NewSource(uint64(time.Now().UnixNano())),
Min: SearchRange.Min(),
Max: SearchRange.Max(),
}
tmpvec := make([]float64, n)
xopt := make([]float64, n)
for i := 0; i < n; i++ {
tmpvec = append(tmpvec, uniformDist.Rand())
xopt = append(xopt, 0.5*uniformDist.Mean())
if tmpvec[i] < 0 {
xopt[i] *= -1
}
}
return xopt
}
// getGnx calculates G_nx.
func getGnx(p []float64, fnx float64) []float64 {
gnx := make([]float64, len(p))
gnxsum := 0.0
for i := 0; i < len(p)-1; i++ {
gnx[i] = math.Ceil(p[i] * fnx)
gnxsum += gnx[i]
}
gnx[len(p)-1] = fnx - gnxsum
return gnx
}
// getMz calculates Mz.
// nolint: unused
func getMz(x []float64, z []float64) []float64 {
nx := len(x)
mz := make([]float64, nx)
for i := range x {
mz = append(mz, x[i]*z[i])
}
return mz
}
func getMean(x []float64) float64 {
mean := stat.Mean(x, nil)
return mean
}
func getWeight(x, o []float64, sigma, nx float64) float64 {
var sum float64
for i := range x {
sum += math.Pow(x[i]-o[i], 2)
}
// w.
return (1 / (math.Sqrt(sum))) * math.Exp(-(sum / 2 * nx * math.Pow(sigma, 2)))
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import (
"bufio"
"embed"
"fmt"
"io/fs"
"log"
"strconv"
"strings"
)
//go:embed input_data/*
var inputData embed.FS
// LoadInputData loads matrices and shift/rotation/shuffle input data and
// returns them as maps.
func LoadInputData(nx int) (map[int][][]float64, map[int][][]float64) {
matrices := make(map[int][][]float64)
shiftData := make(map[int][][]float64)
prefix := "input_data"
// filenames indices.
funcNums := []int{1, 2, 3, 7, 4, 16, 6, 22, 24, 25}
for _, v := range funcNums {
fnameMatrix := fmt.Sprintf("%s/M_%d_D%d.txt", prefix, v, nx)
fnameShift := fmt.Sprintf("%s/shift_data_%d.txt", prefix, v)
{
matrix, err := inputData.Open(fnameMatrix)
if err != nil {
log.Printf("matrix: could not read %s, err: %q\n", fnameMatrix, err)
continue
}
defer matrix.Close()
m := parseMatrix(matrix, nx)
matrices[v] = m
}
{
shift, err := inputData.Open(fnameShift)
if err != nil {
log.Printf("shift: could not read %s, err: %q\n", fnameShift, err)
continue
}
defer shift.Close()
s := parseShiftData(shift, nx)
shiftData[v] = s
}
}
return matrices, shiftData
}
func parseMatrix(f fs.File, dim int) [][]float64 {
if f == nil {
log.Fatalln("matrix file is nil, exiting...")
}
var mrows []string
fMatrix := make([][]float64, 0, dim)
scanner := bufio.NewScanner(f)
for scanner.Scan() {
mrows = append(mrows, scanner.Text())
}
for _, r := range mrows {
row := strings.Fields(r)
flrow := make([]float64, 0, len(row))
for _, val := range row {
fl, err := strconv.ParseFloat(val, 64)
if err != nil {
log.Fatalf("parseMatrix: could not parse value to float64, val: %s, error: %q, bailing...", val, err)
}
flrow = append(flrow, fl)
}
fMatrix = append(fMatrix, flrow)
}
return fMatrix
}
func parseShiftData(f fs.File, dim int) [][]float64 {
if f == nil {
log.Fatalln("shift file is nil, exiting...")
}
shrows := make([]string, 0, dim)
fSh := make([][]float64, 0, dim)
scanner := bufio.NewScanner(f)
for scanner.Scan() {
shrows = append(shrows, scanner.Text())
}
for _, r := range shrows {
row := strings.Fields(r)
flrow := make([]float64, 0, len(row))
for _, col := range row {
fl, err := strconv.ParseFloat(col, 64)
if err != nil {
log.Fatalf("parseShiftData: could not parse value to float64, col: %s, error: %q, bailing...", col, err)
}
flrow = append(flrow, fl)
}
fSh = append(fSh, flrow)
}
return fSh
}

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// Copyright 2023 wanderer <a_mirre at utb dot cz>
// SPDX-License-Identifier: GPL-3.0-or-later
package cec2020
import (
"testing"
)
func TestLoadInputData(t *testing.T) {
dim := 10
fnum := 1
m, s := LoadInputData(dim)
wantM := -0.6013070130189602
gotM := m[fnum][0][0]
// test matrix data.
if wantM != gotM {
t.Errorf("unexpected result, want: %v, got: %v", wantM, gotM)
}
wantM = 9.2845625214477390e-01
gotM = m[fnum][1][1]
if wantM != gotM {
t.Errorf("unexpected result, want: %v, got: %v", wantM, gotM)
}
// test shiftData.
wantS := -70.42955971808618
gotS := s[fnum][0][1]
if wantS != gotS {
t.Errorf("unexpected result, want: %v, got: %v", wantS, gotS)
}
wantS = 36.645777950364064
gotS = s[fnum][0][10]
if wantS != gotS {
t.Errorf("unexpected result, want: %v, got: %v", wantS, gotS)
}
// test fnum 24 100D.
fnum = 24
dim = 100
m, s = LoadInputData(dim)
wantM = 0.5743672086265577
gotM = m[fnum][613][99]
if wantM != gotM {
t.Errorf("unexpected result, want: %v, got: %v", wantM, gotM)
}
wantS = 73.24860442860452
gotS = s[fnum][7][89]
if wantS != gotS {
t.Errorf("unexpected result, want: %v, got: %v", wantS, gotS)
}
}

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