// @(#)root/tmva $Id$ // Author: Matt Jachowski /********************************************************************************** * Project: TMVA - a Root-integrated toolkit for multivariate data analysis * * Package: TMVA * * Class : TActivationRadial * * Web : http://tmva.sourceforge.net * * * * Description: * * Radial basis activation function for TNeuron * * * * Authors (alphabetical): * * Matt Jachowski - Stanford University, USA * * * * Copyright (c) 2005: * * CERN, Switzerland * * * * Redistribution and use in source and binary forms, with or without * * modification, are permitted according to the terms listed in LICENSE * * (http://tmva.sourceforge.net/LICENSE) * **********************************************************************************/ //_______________________________________________________________________ // // Radial basis activation function for ANN. This really simple implementation // uses TFormulas and should probably be replaced with something more // efficient later. //_______________________________________________________________________ #include #include "TFormula.h" #include "TString.h" #include "TMath.h" #ifndef ROOT_TMVA_TActivationRadial #include "TMVA/TActivationRadial.h" #endif static const Int_t UNINITIALIZED = -1; ClassImp(TMVA::TActivationRadial) //______________________________________________________________________________ TMVA::TActivationRadial::TActivationRadial() { // constructor for gaussian with center 0, width 1 fEqn = new TFormula("Gaussian", "TMath::Exp(-x^2/2.0)"); fEqnDerivative = new TFormula("derivative", "-x*TMath::Exp(-x^2/2.0)"); } //______________________________________________________________________________ TMVA::TActivationRadial::~TActivationRadial() { // destructor if (fEqn != NULL) delete fEqn; if (fEqnDerivative != NULL) delete fEqnDerivative; } //______________________________________________________________________________ Double_t TMVA::TActivationRadial::Eval(Double_t arg) { // evaluate gaussian if (fEqn == NULL) return UNINITIALIZED; return fEqn->Eval(arg); } //______________________________________________________________________________ Double_t TMVA::TActivationRadial::EvalDerivative(Double_t arg) { // evaluate derivative if (fEqnDerivative == NULL) return UNINITIALIZED; return fEqnDerivative->Eval(arg); } //______________________________________________________________________________ TString TMVA::TActivationRadial::GetExpression() { // get expressions for the gaussian and its derivatives TString expr = ""; if (fEqn == NULL) expr += ""; else expr += fEqn->GetExpFormula(); expr += "\t\t"; if (fEqnDerivative == NULL) expr += ""; else expr += fEqnDerivative->GetExpFormula(); return expr; } //______________________________________________________________________________ void TMVA::TActivationRadial::MakeFunction( std::ostream& fout, const TString& fncName ) { // writes the sigmoid activation function source code fout << "double " << fncName << "(double x) const {" << std::endl; fout << " // radial" << std::endl; fout << " return exp(-x*x/2.0);" << std::endl; fout << "}" << std::endl; }