/*
This library is free software; you can redistribute it and/or
modify it under the terms of the GNU Library General Public
License version 2 as published by the Free Software Foundation.

This library is distributed in the hope that it will be useful,
but WITHOUT ANY WARRANTY; without even the implied warranty of
MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU
Library General Public License for more details.

You should have received a copy of the GNU Library General Public License
along with this library; see the file COPYING.LIB.  If not, write to
the Free Software Foundation, Inc., 51 Franklin Street, Fifth Floor,
Boston, MA 02110-1301, USA.

---
Copyright (C) 2009, Esther-Sabrina Platzer <esther.platzer@uni-jena.de>
					Matthias Wacker <Matthias.Wacker@mti.uni-jena.de>
*/

#include "optimization/Plotter.h"
#include "core/optimization/blackbox/Definitions_core_opt.h"

#include <iostream>
#include <fstream>

using namespace OPTIMIZATION;

Plotter::Plotter() : m_absoluteBounds(true),
						  m_pCostfunc(NULL)
{
}


Plotter::Plotter(const Plotter& plotter)
{
	m_pCostfunc= plotter.m_pCostfunc;
	m_absoluteBounds= plotter.m_absoluteBounds;
}


Plotter::~Plotter()
{
}


Plotter& Plotter::operator=(const Plotter & plotter)
{
	//avoid self-copy
	if(this != &plotter)
	{
		m_pCostfunc= plotter.m_pCostfunc;
		m_absoluteBounds= plotter.m_absoluteBounds;
	}
  	return *this;
}


void Plotter::setOptProblem(const SimpleOptProblem& optprob)
{
	m_pOptprob= &optprob;
	// Note: not nice, but a CostFunction cannot be const, as evaluate() is not const and cannot be made const
	m_pCostfunc= const_cast<SimpleOptProblem&>(optprob).getOriginalCostFunction();
}


void Plotter::plot1D(int paramnum, const float from, const float to, const float stepwidth, const char* path)
{
	// if the parameter number is < 0 or has a higher dimension then the optimization problem, throw an assertion
	assert(paramnum >= 0 && paramnum < m_pOptprob->getNumParams());
	
	// open plot file for writing
	std::ofstream plotfile;
	plotfile.open(path);
	
	// take actual parameter values from the optimization problem
	matrix_type tmpParams= m_pOptprob->getAllCurrentParams();
	
	// start and end values for costfunction evaluation
	float start,end;
	
	// if absolute bounds are used
	if(m_absoluteBounds)
	{
		start= from;
		end= to;
	}
	// else compute relative bounds
	else
	{
		start= tmpParams(paramnum,0) + from;
		end= tmpParams(paramnum,0) + to;
	}
	
	// setting relevant parameter to start value
	tmpParams(paramnum,0)= start;
	
	while(tmpParams(paramnum,0) <= end)
	{
		// evaluate costfunction and write to plotfile
		plotfile << tmpParams(paramnum,0) << " " << m_pCostfunc->evaluate(tmpParams) << std::endl;
		
		// increment evaluation value
		tmpParams(paramnum,0)+= stepwidth;
	}
	
	plotfile.close();
}


void Plotter::plot2D(int paramnum1, const float from1, const float to1, const float stepwidth1, int paramnum2, const float from2, const float to2, const float stepwidth2, const char* path)
{
	// if the parameter number is < 0 or has a higher dimension then the optimization problem, throw an assertion
	assert(paramnum1 >= 0 && paramnum1 < m_pOptprob->getNumParams() && paramnum2 >= 0 && paramnum2 < m_pOptprob->getNumParams() );
	
	// open plot file for writing
	std::ofstream plotfile;
	plotfile.open(path);
	
	// take actual parameter values from the optimization problem
	matrix_type tmpParams= m_pOptprob->getAllCurrentParams();
	
	// start and end values for costfunction evaluation
	float start1,end1,start2,end2;
	
	// if absolute bounds are used
	if(m_absoluteBounds)
	{
		start1= from1;
		end1= to1;
		start2= from2;
		end2= to2;
	}
	// else compute relative bounds
	else
	{
		start1= tmpParams(paramnum1,0) + from1;
		end1= tmpParams(paramnum1,0) + to1;
		start2= tmpParams(paramnum2,0) + from2;
		end2= tmpParams(paramnum2,0) + to2;
	}
	
	// setting relevant parameter to start value
	tmpParams(paramnum1,0)= start1;
	tmpParams(paramnum2,0)= start2;
	
	while(tmpParams(paramnum1,0) <= end1)
	{
		while(tmpParams(paramnum2,0) <= end2)
		{
			// evaluate costfunction and write to plotfile
			plotfile << tmpParams(paramnum1,0) << " " << tmpParams(paramnum2,0) << " " << m_pCostfunc->evaluate(tmpParams) << std::endl;
		
			// increment evaluation value of parameter 2
			tmpParams(paramnum2,0)+= stepwidth2;
		}
		plotfile<<std::endl;
		// reset inner loop
		tmpParams(paramnum2,0)= start2;
		
		// increment evaluation value of parameter 1
		tmpParams(paramnum1,0)+= stepwidth1;
	}
	
	plotfile.close();
}


void Plotter::plot3D(int paramnum1, const float from1, const float to1, const float stepwidth1, int paramnum2, const float from2, const float to2, const float stepwidth2, int paramnum3, const float from3, const float to3, const float stepwidth3, const char* path)
{
	// if the parameter number is < 0 or has a higher dimension then the optimization problem, throw an assertion
	assert(paramnum1 >= 0 && paramnum1 < m_pOptprob->getNumParams() && paramnum2 >= 0 && paramnum2 < m_pOptprob->getNumParams() && paramnum3 >= 0 && paramnum3 < m_pOptprob->getNumParams());
	
	// take actual parameter values from the optimization problem
	matrix_type tmpParams= m_pOptprob->getAllCurrentParams();
	
	// start and end values for costfunction evaluation
	float start1,end1;
	
	// if absolute bounds are used
	if(m_absoluteBounds)
	{
		start1= from1;
		end1= to1;
	}
	// else compute relative bounds
	else
	{
		start1= tmpParams(paramnum1,0) + from1;
		end1= tmpParams(paramnum1,0) + to1;
	}
	
	// iterating over the first parameter
	tmpParams(paramnum1,0)= start1;
	std::string filename(const_cast<char*>(path));
	
	// cutting suffix ".txt", if there
	if(filename.find(".txt") != std::string::npos)
	{
		filename.erase(filename.find(".txt"),4);
	}
	
	while(tmpParams(paramnum1,0) <= end1)
	{
		// generate name of plotfile
		char number[5];
		sprintf(number,"%f",tmpParams(paramnum1,0));
		std::string numfilename= filename + "_" + number + ".txt";
		
		// open plot file for writing
		std::ofstream plotfile;
		plotfile.open(numfilename.c_str());
		
		// start and end values for costfunction evaluation
		float start2,end2,start3,end3;
		
		if(m_absoluteBounds)
		{
			start2= from2;
			end2= to2;
			start3= from3;
			end3= to3;
		}
		// else compute relative bounds
		else
		{
			start2= tmpParams(paramnum2,0) + from2;
			end2= tmpParams(paramnum2,0) + to2;
			start3= tmpParams(paramnum3,0) + from3;
			end3= tmpParams(paramnum3,0) + to3;
		}
	
		// setting relevant parameter to start value
		tmpParams(paramnum2,0)= start2;
		tmpParams(paramnum3,0)= start3;
	
		while(tmpParams(paramnum2,0) <= end2)
		{
			while(tmpParams(paramnum3,0) <= end3)
			{
				// evaluate costfunction and write to plotfile
				plotfile << tmpParams(paramnum2,0) << " " << tmpParams(paramnum3,0) << " " << m_pCostfunc->evaluate(tmpParams) << std::endl;
			
				// increment evaluation value of parameter 3
				tmpParams(paramnum3,0)+= stepwidth3;
			}
			plotfile<<std::endl;
			// reset inner loop
			tmpParams(paramnum3,0)= start3;
			
			// increment evaluation value of parameter 2
			tmpParams(paramnum2,0)+= stepwidth2;
		}
		// close plotfile
		plotfile.close();
		
		// increment parameter 1
		tmpParams(paramnum1,0)+= stepwidth1;
	}
}


void Plotter::setBoundInterpretationStatus(bool absolute)
{
	m_absoluteBounds= absolute;
}


bool Plotter::getBoundInterpretationStatus()
{
	return m_absoluteBounds;
}