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ChebyshevPol.C File Reference

Detailed Description

View in nbviewer Open in SWAN Example of Chebyshev polynomials using new TFormula pre-defined definitions of chebyshev polynomials

pict1_ChebyshevPol.C.png
void ChebyshevPol() {
auto legend = new TLegend(0.88,0.4,1.,1.);
int colors[] = { kRed, kRed+3, kMagenta, kMagenta+3, kBlue, kBlue+3, kCyan+3, kGreen, kGreen+3, kYellow, kOrange };
for (int degree=0; degree <=10; ++degree) {
auto f1 = new TF1("f1",TString::Format("cheb%d",degree),-1,1);
// all parameters are zero apart from the one corresponding to the degree
f1->SetParameter(degree,1);
f1->SetLineColor( colors[degree]);
f1->SetMinimum(-1.2);
f1->SetMaximum(1.2);
TString opt = (degree == 0) ? "" : "same";
//f1->Print("V");
f1->SetNpx(1000);
f1->SetTitle("Chebyshev Polynomial");
f1->Draw(opt);
legend->AddEntry(f1,TString::Format("N=%d",degree),"L");
}
legend->Draw();
}
Author
Lorenzo Moneta

Definition in file ChebyshevPol.C.