// PlotFltOva plots flt-ova points
func (o *Optimiser) PlotFltOva(sols0 []*Solution, iFlt, iOva int, ovaMult float64, pp *PlotParams) {
if pp.YfuncX != nil {
X := utl.LinSpace(o.FltMin[iFlt], o.FltMax[iFlt], pp.NptsYfX)
Y := make([]float64, pp.NptsYfX)
for i := 0; i < pp.NptsYfX; i++ {
Y[i] = pp.YfuncX(X[i])
}
plt.Plot(X, Y, pp.FmtYfX.GetArgs(""))
}
if sols0 != nil {
o.PlotAddFltOva(iFlt, iOva, sols0, ovaMult, &pp.FmtSols0)
}
o.PlotAddFltOva(iFlt, iOva, o.Solutions, ovaMult, &pp.FmtSols)
best, _ := GetBestFeasible(o, iOva)
if best != nil {
plt.PlotOne(best.Flt[iFlt], best.Ova[iOva]*ovaMult, pp.FmtBest.GetArgs(""))
}
if pp.Extra != nil {
pp.Extra()
}
if pp.AxEqual {
plt.Equal()
}
plt.Gll(io.Sf("$x_{%d}$", iFlt), io.Sf("$f_{%d}$", iOva), "leg_out=1, leg_ncol=4, leg_hlen=1.5")
plt.SaveD(pp.DirOut, pp.FnKey+pp.FnExt)
}
func (o *Plotter) Plot_Dgam_f(x, y []float64, res []*State, sts [][]float64, last bool) {
if o.m == nil {
o.set_empty()
return
}
nr := len(res)
k := nr - 1
ys := o.m.YieldFuncs(res[0])
fc0 := ys[0]
xmi, xma, ymi, yma := res[0].Dgam, res[0].Dgam, fc0, fc0
for i := 0; i < nr; i++ {
x[i] = res[i].Dgam
ys = o.m.YieldFuncs(res[i])
y[i] = ys[0]
xmi = min(xmi, x[i])
xma = max(xma, x[i])
ymi = min(ymi, y[i])
yma = max(yma, y[i])
}
//o.DrawRamp(xmi, xma, ymi, yma)
plt.Plot(x, y, io.Sf("'r.', ls='%s', clip_on=0, color='%s', marker='%s', label=r'%s'", o.Ls, o.Clr, o.Mrk, o.Lbl))
plt.PlotOne(x[0], y[0], io.Sf("'bo', clip_on=0, color='%s', marker='%s', ms=%d", o.SpClr, o.SpMrk, o.SpMs))
plt.PlotOne(x[k], y[k], io.Sf("'bs', clip_on=0, color='%s', marker='%s', ms=%d", o.SpClr, o.EpMrk, o.EpMs))
if last {
plt.Gll("$\\Delta\\gamma$", "$f$", "")
if lims, ok := o.Lims["Dgam,f"]; ok {
plt.AxisLims(lims)
}
}
}
func Camera(elev, azim float64, args string) {
cmd := io.Sf("gca().view_init(elev=%g, azim=%g", elev, azim)
if len(args) > 0 {
cmd += io.Sf(",%s", args)
}
io.Ff(&bb, "%s)\n", cmd)
}
func Arrow(xi, yi, xf, yf float64, args string) {
cmd := io.Sf("Arrow(%g,%g, %g,%g", xi, yi, xf, yf)
if len(args) > 0 {
cmd += io.Sf(",%s", args)
}
io.Ff(&bb, "%s)\n", cmd)
}
// String prints a json formatted string with GeoLayers' content
func (o GeoLayers) String() string {
if len(o) == 0 {
return "[]"
}
l := "[\n"
for i, lay := range o {
if i > 0 {
l += ",\n"
}
l += io.Sf(" { \"Tags\":%v, \"Zmin\":%g, \"Zmax\":%g, \"nf0\":%g, \"RhoS0\":%g, \"Cl\":%g\n", lay.Tags, lay.Zmin, lay.Zmax, lay.nf0, lay.RhoS0, lay.Cl)
l += " \"Nodes\":["
for j, nod := range lay.Nodes {
if j > 0 {
l += ","
}
l += io.Sf("%d", nod.Vert.Id)
}
l += "],\n \"Elems\":["
for j, ele := range lay.Elems {
if j > 0 {
l += ","
}
l += io.Sf("%d", ele.Id())
}
l += "] }"
}
l += "\n]"
return l
}
func Circle(xc, yc, r float64, args string) {
cmd := io.Sf("Circle(%g,%g,%g", xc, yc, r)
if len(args) > 0 {
cmd += io.Sf(",%s", args)
}
io.Ff(&bb, "%s)\n", cmd)
}
// Plot plots retention model
// args1 -- arguments for model computed by solving differential equation; e.g. "'b*-'"
// if args1 == "", plot is skiped
// args2 -- arguments for model computed by directly calling sl(pc), if available
// if args2 == "", plot is skiped
func Plot(mdl Model, pc0, sl0, pcf float64, npts int, args1, args2, label string) (err error) {
// plot using Update
Pc := utl.LinSpace(pc0, pcf, npts)
Sl := make([]float64, npts)
if args1 != "" {
Sl[0] = sl0
for i := 1; i < npts; i++ {
Sl[i], err = Update(mdl, Pc[i-1], Sl[i-1], Pc[i]-Pc[i-1])
if err != nil {
return
}
}
plt.Plot(Pc, Sl, io.Sf("%s, label='%s', clip_on=0", args1, label))
}
// plot using Sl function
if args2 != "" {
if m, ok := mdl.(Nonrate); ok {
Pc = utl.LinSpace(pc0, pcf, 101)
Sl = make([]float64, 101)
for i, pc := range Pc {
Sl[i] = m.Sl(pc)
}
plt.Plot(Pc, Sl, io.Sf("%s, label='%s_direct', clip_on=0", args2, label))
}
}
return
}
// StrDistMatrix returns a string representation of Dist matrix
func (o *Graph) StrDistMatrix() (l string) {
nv := len(o.Dist)
maxlen := 0
for i := 0; i < nv; i++ {
for j := 0; j < nv; j++ {
if o.Dist[i][j] < GRAPH_INF {
maxlen = utl.Imax(maxlen, len(io.Sf("%g", o.Dist[i][j])))
}
}
}
maxlen = utl.Imax(3, maxlen)
fmts := io.Sf("%%%ds", maxlen+1)
fmtn := io.Sf("%%%dg", maxlen+1)
for i := 0; i < nv; i++ {
for j := 0; j < nv; j++ {
if o.Dist[i][j] < GRAPH_INF {
l += io.Sf(fmtn, o.Dist[i][j])
} else {
l += io.Sf(fmts, "∞")
}
}
l += "\n"
}
return
}
func Annotate(x, y float64, txt string, args string) {
cmd := io.Sf("annotate(%s, xy=(%g,%g)", txt, x, y)
if len(args) > 0 {
cmd += io.Sf(",%s", args)
}
io.Ff(&bb, "%s)\n", cmd)
}
// CheckDerivT checks derivatives w.r.t to t for fixed coordinates x
func CheckDerivT(tst *testing.T, o Func, t0, tf float64, xcte []float64, np int, tskip []float64, sktol, dtol, dtol2 float64, ver bool) {
t := utl.LinSpace(t0, tf, np)
for i := 0; i < np; i++ {
g := o.G(t[i], xcte)
h := o.H(t[i], xcte)
skip := false
for _, val := range tskip {
if math.Abs(val-t[i]) < sktol {
skip = true
break
}
}
if skip {
continue
}
dnum := num.DerivCen(func(t float64, args ...interface{}) (res float64) {
return o.F(t, xcte)
}, t[i])
chk.AnaNum(tst, io.Sf("G(%10f)", t[i]), dtol, g, dnum, ver)
dnum2 := num.DerivCen(func(t float64, args ...interface{}) (res float64) {
return o.G(t, xcte)
}, t[i])
chk.AnaNum(tst, io.Sf("H(%10f)", t[i]), dtol2, h, dnum2, ver)
}
}
func (o FemData) Info() (l string) {
l += io.Sf("VtagU = %v\n", o.VtagU)
l += io.Sf("AwdU = %v\n", o.AwdU)
l += io.Sf("AwdM22 = %v\n", o.AwdM22)
l += io.Sf("AwdM11 = %v\n", o.AwdM11)
return
}
func (o *Plotter) Plot_ed_q(x, y []float64, res []*State, sts [][]float64, last bool) {
nr := len(res)
if len(sts) != nr {
return
}
k := nr - 1
for i := 0; i < nr; i++ {
x[i] = o.Ed[i] * 100.0
if o.QdivP {
y[i] = o.Q[i] / o.P[i]
} else {
y[i] = o.Q[i]
}
if o.Multq {
y[i] *= fun.Sign(o.W[i])
}
}
plt.Plot(x, y, io.Sf("'r.', ls='%s', clip_on=0, color='%s', marker='%s', label=r'%s'", o.Ls, o.Clr, o.Mrk, o.Lbl))
plt.PlotOne(x[0], y[0], io.Sf("'bo', clip_on=0, color='%s', marker='%s', ms=%d", o.SpClr, o.SpMrk, o.SpMs))
plt.PlotOne(x[k], y[k], io.Sf("'bs', clip_on=0, color='%s', marker='%s', ms=%d", o.SpClr, o.EpMrk, o.EpMs))
if last {
ylbl := "$q$"
if o.QdivP {
ylbl = "$q/p$"
}
plt.Gll("$\\varepsilon_d\\;[\\%]$", ylbl, "leg_out=1, leg_ncol=4, leg_hlen=1.5")
if lims, ok := o.Lims["ed,q"]; ok {
plt.AxisLims(lims)
}
}
}
func (o *Plotter) Plot_i_f(x, y []float64, res []*State, sts [][]float64, last bool) {
if o.m == nil {
o.set_empty()
return
}
nr := len(res)
var y2 []float64
if o.nsurf > 1 {
y2 = make([]float64, nr)
}
for i := 0; i < nr; i++ {
ys := o.m.YieldFuncs(res[i])
y[i] = ys[0]
if o.nsurf > 1 {
y2[i] = ys[1]
}
x[i] = float64(i)
}
lbl := "f " + o.Lbl
plt.Plot(x, y, io.Sf("'r.', ls='-', clip_on=0, color='%s', marker='%s', label=r'%s'", o.Clr, o.Mrk, lbl))
if o.nsurf > 1 {
lbl = "F " + o.Lbl
plt.Plot(x, y2, io.Sf("'b+', ls=':', lw=2, clip_on=0, color='%s', marker='%s', label=r'%s'", o.Clr, o.Mrk, lbl))
}
if last {
plt.Gll("$i$", "$f,\\;F$", "leg_out=1, leg_ncol=4, leg_hlen=2")
if lims, ok := o.Lims["i,f"]; ok {
plt.AxisLims(lims)
}
}
}
// PlotAll plot all functions
func (o FuncsData) PlotAll(pd *PlotFdata, dirout, fnkey string) {
ext := "png"
if pd.Eps {
ext = "eps"
}
fn := io.Sf("functions-%s.%s", fnkey, ext)
plt.Reset()
for k, f := range o {
if utl.StrIndexSmall(pd.Skip, f.Name) >= 0 {
continue
}
save := (k == len(o)-1)
args := io.Sf("label='%s', clip_on=0", f.Name)
ff := o.Get(f.Name)
if ff != nil {
if pd.WithTxt {
x := pd.Ti
y := ff.F(x, nil)
plt.Text(x, y, io.Sf("%g", y), "fontsize=8")
x = pd.Tf
y = ff.F(x, nil)
plt.Text(x, y, io.Sf("%g", y), "fontsize=8, ha='right'")
}
fun.PlotT(ff, dirout, fn, pd.Ti, pd.Tf, nil, pd.Np, args, pd.WithG, pd.WithH, save, false, nil)
}
}
}
func checkinput(tst *testing.T, m *Mesh, nverts, ncells int, X [][]float64, vtags, ctags, parts []int, types []string, V [][]int, etags, ftags [][]int) {
if len(m.Verts) != nverts {
tst.Errorf("nverts is incorrect: %d != %d", len(m.Verts), nverts)
return
}
if len(m.Cells) != ncells {
tst.Errorf("ncells is incorrect: %d != %d", len(m.Cells), ncells)
return
}
io.Pfyel("\nvertices:\n")
for i, v := range m.Verts {
io.Pf("%+v\n", v)
chk.Vector(tst, io.Sf("vertex %2d: X", v.Id), 1e-15, v.X, X[v.Id])
if v.Tag != vtags[i] {
tst.Errorf("vtag is incorrect: %d != %d", v.Tag, vtags[i])
return
}
}
io.Pfyel("\ncells:\n")
for i, c := range m.Cells {
io.Pf("%+v\n", c)
if c.Tag != ctags[i] {
tst.Errorf("ctag is incorrect: %d != %d", c.Tag, ctags[i])
return
}
if c.Part != parts[i] {
tst.Errorf("part is incorrect: %d != %d", c.Part, parts[i])
return
}
chk.String(tst, types[i], c.Type)
chk.Ints(tst, io.Sf("cell %2d : V", c.Id), c.V, V[c.Id])
chk.Ints(tst, io.Sf("cell %2d : edgetags", c.Id), c.EdgeTags, etags[c.Id])
}
}
// PlotDerivs plots derivatives of basis functions in I
// option = 0 : use CalcBasisAndDerivs
// 1 : use NumericalDeriv
func (o *Bspline) PlotDerivs(args string, npts, option int) {
nmks := 10
tt := utl.LinSpace(o.tmin, o.tmax, npts)
I := utl.IntRange(o.NumBasis())
f := make([]float64, len(tt))
lbls := []string{"N\\&dN", "numD"}
var cmd string
for _, i := range I {
for j, t := range tt {
switch option {
case 0:
o.CalcBasisAndDerivs(t)
f[j] = o.GetDeriv(i)
case 1:
f[j] = o.NumericalDeriv(t, i)
}
}
if strings.Contains(args, "marker") {
cmd = io.Sf("label=r'%s:%d', color=GetClr(%d, 2) %s", lbls[option], i, i, args)
} else {
cmd = io.Sf("label=r'%s:%d', marker=(None if %d %%2 == 0 else GetMrk(%d/2,1)), markevery=(%d-1)/%d, clip_on=0, color=GetClr(%d, 2) %s", lbls[option], i, i, i, npts, nmks, i, args)
}
plt.Plot(tt, f, cmd)
}
plt.Gll("$t$", io.Sf(`$\frac{\mathrm{d}N_{i,%d}}{\mathrm{d}t}$`, o.p), io.Sf("leg=1, leg_out=1, leg_ncol=%d, leg_hlen=1.5, leg_fsz=7", o.NumBasis()))
o.plt_ticks_spans()
}
func (o *Plotter) Plot_i_alp(x, y []float64, res []*State, sts [][]float64, last bool) {
nr := len(res)
nα := len(res[0].Alp)
if nα == 0 {
o.set_empty()
return
}
yy := la.MatAlloc(nα, nr)
for i := 0; i < nr; i++ {
x[i] = float64(i)
for j := 0; j < nα; j++ {
yy[j][i] = res[i].Alp[j]
}
}
for j := 0; j < nα; j++ {
lbl := io.Sf("$\\alpha_%d$ "+o.Lbl, j)
plt.Plot(x, yy[j], io.Sf("'r-', ls='-', clip_on=0, color='%s', marker='%s', label=r'%s'", o.Clr, o.Mrk, lbl))
}
if last {
plt.Gll("$i$", "$\\alpha_k$", "leg_out=1, leg_ncol=4, leg_hlen=2")
if lims, ok := o.Lims["i,alp"]; ok {
plt.AxisLims(lims)
}
}
}
func AxHline(y float64, args string) {
cmd := io.Sf("axhline(%g", y)
if len(args) > 0 {
cmd += io.Sf(",%s", args)
}
io.Ff(&bb, "%s)\n", cmd)
}
// String returns a JSON representation of *Cell
func (o *Cell) String() string {
l := io.Sf("{\"i\":%d, \"t\":%d, \"p\":%d, \"y\":%q, \"v\":[", o.Id, o.Tag, o.Part, o.Type)
for i, x := range o.V {
if i > 0 {
l += ", "
}
l += io.Sf("%d", x)
}
if len(o.EdgeTags) > 0 {
l += "], \"et\":["
for i, x := range o.EdgeTags {
if i > 0 {
l += ", "
}
l += io.Sf("%d", x)
}
}
if len(o.FaceTags) > 0 {
l += "], \"ft\":["
for i, x := range o.FaceTags {
if i > 0 {
l += ", "
}
l += io.Sf("%d", x)
}
}
l += "] }"
return l
}
func AxVline(x float64, args string) {
cmd := io.Sf("axvline(%g", x)
if len(args) > 0 {
cmd += io.Sf(",%s", args)
}
io.Ff(&bb, "%s)\n", cmd)
}
func WriteAllValues(dirout, fnkey string, opt *Optimiser) {
var buf bytes.Buffer
io.Ff(&buf, "%5s", "front")
for i := 0; i < opt.Nova; i++ {
io.Ff(&buf, "%24s", io.Sf("f%d", i))
}
for i := 0; i < opt.Noor; i++ {
io.Ff(&buf, "%24s", io.Sf("u%d", i))
}
for i := 0; i < opt.Nflt; i++ {
io.Ff(&buf, "%24s", io.Sf("x%d", i))
}
for i := 0; i < opt.Nint; i++ {
io.Ff(&buf, "%24s", io.Sf("y%d", i))
}
io.Ff(&buf, "\n")
for _, sol := range opt.Solutions {
io.Ff(&buf, "%5d", sol.FrontId)
for i := 0; i < opt.Nova; i++ {
io.Ff(&buf, "%24g", sol.Ova[i])
}
for i := 0; i < opt.Noor; i++ {
io.Ff(&buf, "%24g", sol.Oor[i])
}
for i := 0; i < opt.Nflt; i++ {
io.Ff(&buf, "%24g", sol.Flt[i])
}
for i := 0; i < opt.Nint; i++ {
io.Ff(&buf, "%24g", sol.Int[i])
}
io.Ff(&buf, "\n")
}
io.WriteFileVD(dirout, fnkey+".res", &buf)
}
func AnnotateXlabels(x float64, txt string, args string) {
cmd := io.Sf("AnnotateXlabels(%g, %s", x, txt)
if len(args) > 0 {
cmd += io.Sf(",%s", args)
}
io.Ff(&bb, "%s)\n", cmd)
}
func Gll(xl, yl string, args string) {
n := bb.Len()
cmd := io.Sf("lg%d = Gll(r'%s',r'%s'", n, xl, yl)
if len(args) > 0 {
cmd += io.Sf(",%s", args)
}
io.Ff(&bb, "%s)\nea.append(lg%d)\n", cmd, n)
}
func UnitFormat(unit string) (tex string) {
if strings.Contains(unit, "m3") {
return io.Sf("$\\mathrm{%s}$", strings.Replace(unit, "m3", "m^3", -1))
}
if strings.Contains(unit, "m2") {
return io.Sf("$\\mathrm{%s}$", strings.Replace(unit, "m2", "m^2", -1))
}
return unit
}
func Test_igd01(tst *testing.T) {
//verbose()
chk.PrintTitle("igd. igd metric with star equal to trial => igd=0")
// load star values
prob := "UF1"
fStar, err := io.ReadMatrix(io.Sf("./examples/mulobj-cec09/cec09/pf_data/%s.dat", prob))
if err != nil {
tst.Errorf("cannot read fStar matrix:\n%v", err)
return
}
npts := len(fStar)
// optimiser
var opt Optimiser
opt.Default()
opt.Nsol = npts
opt.Ncpu = 1
opt.FltMin = []float64{0, 0} // used to store fStar
opt.FltMax = []float64{1, 1} // used to store fStar
nf, ng, nh := 2, 0, 0
// generator (store fStar into Flt)
gen := func(sols []*Solution, prms *Parameters) {
for i, sol := range sols {
sol.Flt[0], sol.Flt[1] = fStar[i][0], fStar[i][1]
}
}
// objective function (copy fStar from Flt into Ova)
obj := func(f, g, h, x []float64, ξ []int, cpu int) {
f[0], f[1] = x[0], x[1]
}
// initialise optimiser
opt.Init(gen, nil, obj, nf, ng, nh)
// compute igd
igd := StatIgd(&opt, fStar)
io.Pforan("igd = %v\n", igd)
chk.Scalar(tst, "igd", 1e-15, igd, 0)
// plot
if chk.Verbose {
fmt := &plt.Fmt{C: "red", M: ".", Ms: 1, Ls: "None", L: "solutions"}
fS0 := utl.DblsGetColumn(0, fStar)
fS1 := utl.DblsGetColumn(1, fStar)
io.Pforan("len(fS0) = %v\n", len(fS0))
plt.SetForEps(0.75, 300)
opt.PlotAddOvaOva(0, 1, opt.Solutions, true, fmt)
plt.Plot(fS0, fS1, io.Sf("'b.', ms=2, label='star(%s)', clip_on=0", prob))
plt.Gll("$f_0$", "$f_1$", "")
plt.SaveD("/tmp/goga", "igd01.eps")
}
}
// PlotBasis plots basis function (2D only)
// option = 0 : use CalcBasis
// 1 : use CalcBasisAndDerivs
// 2 : use RecursiveBasis
func (o *Nurbs) PlotBasis(l int, args string, npts, option int) {
lbls := []string{"CalcBasis function", "CalcBasisAndDerivs function", "RecursiveBasis function"}
switch o.gnd {
// curve
case 1:
U := make([]float64, npts)
S := make([]float64, npts)
du := (o.b[0].tmax - o.b[0].tmin) / float64(npts-1)
uvec := []float64{0}
for m := 0; m < npts; m++ {
U[m] = o.b[0].tmin + float64(m)*du
uvec[0] = U[m]
switch option {
case 0:
o.CalcBasis(uvec)
S[m] = o.GetBasisL(l)
case 1:
o.CalcBasisAndDerivs(uvec)
S[m] = o.GetBasisL(l)
case 2:
S[m] = o.RecursiveBasis(uvec, l)
}
}
plt.Plot(U, S, args)
plt.Gll("$u$", io.Sf("$S_%d$", l), "")
// surface
case 2:
xx := la.MatAlloc(npts, npts)
yy := la.MatAlloc(npts, npts)
zz := la.MatAlloc(npts, npts)
du0 := (o.b[0].tmax - o.b[0].tmin) / float64(npts-1)
du1 := (o.b[1].tmax - o.b[1].tmin) / float64(npts-1)
for m := 0; m < npts; m++ {
u0 := o.b[0].tmin + float64(m)*du0
for n := 0; n < npts; n++ {
u1 := o.b[1].tmin + float64(n)*du1
u := []float64{u0, u1}
x := o.Point(u)
xx[m][n] = x[0]
yy[m][n] = x[1]
switch option {
case 0:
o.CalcBasis(u)
zz[m][n] = o.GetBasisL(l)
case 1:
o.CalcBasisAndDerivs(u)
zz[m][n] = o.GetBasisL(l)
case 2:
zz[m][n] = o.RecursiveBasis(u, l)
}
}
}
plt.Contour(xx, yy, zz, "fsz=7")
}
plt.Title(io.Sf("%s @ %d", lbls[option], l), "size=7")
}
// DrawCtrl2d draws control net
func (o *Nurbs) DrawCtrl2d(ids bool, args, idargs string) {
if len(idargs) == 0 {
idargs = "color='r', size=7"
}
switch o.gnd {
// curve
case 1:
xa := make([]float64, o.n[0])
ya := make([]float64, o.n[0])
j, k := 0, 0
for i := 0; i < o.n[0]; i++ {
xa[i] = o.Q[i][j][k][0] / o.Q[i][j][k][3]
ya[i] = o.Q[i][j][k][1] / o.Q[i][j][k][3]
}
plt.Plot(xa, ya, "'k.--', clip_on=0"+args)
if ids {
for i := 0; i < o.n[0]; i++ {
x := o.Q[i][j][k][0] / o.Q[i][j][k][3]
y := o.Q[i][j][k][1] / o.Q[i][j][k][3]
plt.Text(x, y, io.Sf("%d", i), idargs)
}
}
// surface
case 2:
xa := make([]float64, o.n[1])
ya := make([]float64, o.n[1])
k := 0
for i := 0; i < o.n[0]; i++ {
for j := 0; j < o.n[1]; j++ {
xa[j] = o.Q[i][j][k][0] / o.Q[i][j][k][3]
ya[j] = o.Q[i][j][k][1] / o.Q[i][j][k][3]
}
plt.Plot(xa, ya, "'k.--', clip_on=0"+args)
}
xb := make([]float64, o.n[0])
yb := make([]float64, o.n[0])
for j := 0; j < o.n[1]; j++ {
for i := 0; i < o.n[0]; i++ {
xb[i] = o.Q[i][j][k][0] / o.Q[i][j][k][3]
yb[i] = o.Q[i][j][k][1] / o.Q[i][j][k][3]
}
plt.Plot(xb, yb, "'k.--', clip_on=0"+args)
}
if ids {
for i := 0; i < o.n[0]; i++ {
for j := 0; j < o.n[1]; j++ {
x := o.Q[i][j][k][0] / o.Q[i][j][k][3]
y := o.Q[i][j][k][1] / o.Q[i][j][k][3]
l := i + j*o.n[0]
plt.Text(x, y, io.Sf("%d", l), idargs)
}
}
}
}
}
// StrCostMatrix returns a representation of cost matrix with masks and covers
func (o *Munkres) StrCostMatrix() (l string) {
numfmt := "%v"
l += io.Sf("%4v", " ")
for j := 0; j < o.ncol; j++ {
if o.col_covered[j] {
l += io.Sf("%8v", "T ")
} else {
l += io.Sf("%8v", "F ")
}
}
l += io.Sf("\n")
for i := 0; i < o.nrow; i++ {
if o.row_covered[i] {
l += io.Sf("%4v", "T")
} else {
l += io.Sf("%4v", "F")
}
for j := 0; j < o.ncol; j++ {
s := io.Sf(numfmt, o.C[i][j])
switch o.M[i][j] {
case NONE:
s += " "
case STAR:
s += "*"
case PRIM:
s += "'"
}
l += io.Sf("%8v", s)
}
l += io.Sf("\n")
}
return
}
func PrintIndicatorMatrix(x [][]int) (l string) {
m, n := len(x), len(x[0])
w := 2*n + 6 + 13
l = io.Sf("%s i\\j |", io.StrThickLine(w))
for j := 0; j < n; j++ {
l += io.Sf("%2d", j)
}
l += io.Sf(" | sum\n%s", io.StrThinLine(w))
S := make([]int, n)
for i := 0; i < m; i++ {
l += io.Sf(" %3d |", i)
s := 0
for j := 0; j < n; j++ {
l += io.Sf("%2d", x[i][j])
s += x[i][j]
S[j] += x[i][j]
}
l += io.Sf(" | Σ xij = %2d\n", s)
}
l += io.Sf("%s sum =", io.StrThinLine(w))
for j := 0; j < n; j++ {
l += io.Sf("%2d", S[j])
}
l += io.Sf("\n%s", io.StrThickLine(w))
return
}
func Plot(x, y []float64, args string) {
n := bb.Len()
sx := io.Sf("x%d", n)
sy := io.Sf("y%d", n)
Gen2Arrays(&bb, sx, sy, x, y)
if len(args) > 0 {
io.Ff(&bb, "plot(%s,%s,%s)\n", sx, sy, args)
} else {
io.Ff(&bb, "plot(%s,%s)\n", sx, sy)
}
}
