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generalities.cpp
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generalities.cpp
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/* LyapXool – V3: Quadratic optimisations, is a program to compute Complete Lyapunov functions for dynamical systems described by non linear autonomous ordinary differential equations.
-> This is a free software; you can redistribute it and/or
-> modify it under the terms of the GNU General Public License
-> as published by the Free Software Foundation; either version 3
-> of the License, or (at your option) any later version.
This program 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 General Public License for more details.
You should have received a copy of the GNU General Public License
-> along with this program. If not, see <http://www.gnu.org/licenses/>.
Author and main maintainer: Carlos Argáez
-> Bibliography attached to the corresponding publication.
*/
#include <armadillo>
#include "generalities.hpp"
#include "odesystem.hpp"
#include <iomanip>
using namespace arma;
using namespace std;
arma::span const All=span::all;
void printinformation()
{
ofstream datos;
datos.open ("data.lpx", fstream::out);
datos << setfill(' ') << setw(51) << " " << " LyapXool-V3 " << setfill(' ') << setw(51) << " " << endl;
datos << setfill(' ') << setw(47) << " " << printhour() << setw(51) << " " << endl;
datos << "\n" << endl;
datos << setfill('=') << setw(52) << "=" << " PARAMETERS " << setfill('=') << setw(52) << "=" << endl;
datos << setfill(' ') << endl;
datos << "Parameters needed to reproduce this computation." << endl;
datos << " " << endl;
datos << left
<< setw(15)
<< "Instruction for the computation type "
<< left
<< setw(5)
<< glovar::probnames[glovar::computation_type]
<< endl;
datos << left
<< setw(38)
<< "Instruction for the method "
<< left
<< setw(5)
<< glovar::metnames[glovar::method_type]
<< endl;
datos << left
<< setw(38)
<< "Normalisation method ";
if(glovar::normal)
{
datos << "true";
}else{
datos << "false";
}
datos << endl;
if(glovar::totaliterations>0)
{
datos << left
<<setw(38)
<<"Total iterations: "
<< glovar::totaliterations << endl;
}else{
datos << "Computations made for one single iteration.\n" << endl;
}
datos << "\n" << endl;
datos << "Wendland function parameters " << endl;
datos << left
<< setw(38)
<<"l"
<< glovar::l
<< endl;
datos << left
<< setw(38)
<< "k"
<< glovar::k
<< endl;
datos << left
<< setw(38)
<< "c"
<< glovar::c
<< "\n"
<< endl;
datos << left
<< setw(38)
<< "alpha: "
<< glovar::alpha
<< endl;
datos
<< left
<< setw(37)
<< "Gamma value: "
<< left
<< setw(5)
<< glovar::critval
<< endl;
datos << left
<< setw(38)
<< "The Cartesian scaling parameter is "
<< glovar::cart_grid_scaling
<< "\n"
<< endl;
datos << " " << endl;
datos << "The minima geometric limits are " << endl;
for(int jc=0; jc<glovar::ode_dimension; ++jc)
{
datos << left
<< setw(1)
<< "axis" <<jc
<< setw(33)
<< " "
<< left
<< setw(5)
<< glovar::min_geometric_limits[jc]
<< endl;
}
datos << endl;
datos << "The maxima geometric limits are " << endl;
for(int jc=0; jc<glovar::ode_dimension; ++jc)
{
datos << left
<< setw(1)
<< "axis" <<jc
<< setw(34)
<< " "
<< left
<< setw(5)
<< glovar::max_geometric_limits[jc]
<< endl;
}
datos << endl;
datos << "For the iterative grid " << endl;
datos << left
<< setw(38)
<< "The radius "
<< left
<< setw(5)
<< glovar::radius
<< endl;
datos
<< left
<< setw(38)
<< "Points per side "
<< left
<< setw(5)
<< glovar::points_directional
<< endl;
datos << " " <<endl;
datos << left
<< setw(38)
<< "Condition number ";
if(glovar::condnumber)
{
datos << "true";
}else{
datos << "false";
}
datos << endl;
datos << "\n" << endl;
datos << setfill(' ') << setw(51) << " " << " LyapXool-V3 " << setfill(' ') << setw(51) << " " << endl;
datos << setfill(' ') << setw(45) << " " << " cargaezg@iingen.unam.mx " << setfill(' ') << setw(51) << " " << endl;
datos.close();
}
void printall(const string nombre, int ordernum, mat &vectoraimprimmir)
{
wall_clock timer;
timer.tic();
const std::string output_file_extension="m";
int dim=(int)vectoraimprimmir.n_rows;
int dim2=(int)vectoraimprimmir.n_cols;
if((dim!=0)&&(dim2!=0))
{
//glovar::outputf << "Printing results..." << endl;
if(dim2 >= dim)
{
for(int totalwidth=0; totalwidth<dim; ++totalwidth)
{
ostringstream fileName;
fileName<<"s"<<nombre<<"var"<<totalwidth<<"."<<output_file_extension;
ofstream valuesdocument(fileName.str(), fstream::out | fstream::app);
valuesdocument << nombre<< "var"<<totalwidth << "ite" << ordernum << "=[";
for(int p=0; p<dim2; ++p)
{
valuesdocument << std::fixed << std::setprecision(18) << vectoraimprimmir(totalwidth,p) << " " ;
}
valuesdocument << "];" << endl;
valuesdocument.close();
}
}else{
for(int totalwidth=0; totalwidth<dim2; ++totalwidth)
{
ostringstream fileName;
fileName<<"s"<<nombre<<"var"<<totalwidth<<"."<<output_file_extension;
ofstream valuesdocument(fileName.str(), fstream::out | fstream::app);
valuesdocument << nombre<< "var"<<totalwidth << "ite" << ordernum << "=[";
for(int p=0; p<dim; ++p)
{
valuesdocument << std::fixed << std::setprecision(18) << vectoraimprimmir(p,totalwidth) << " " ;
}
valuesdocument << "];" << endl;
valuesdocument.close();
}
}
}else{
glovar::outputf << "WARNING: " << nombre << " does not contain values and its dimension is 0 " << endl;
finalization();
exit(0);
}
}
void printall(const string nombre, int ordernum, cube &vectoraimprimmir)
{
wall_clock timer;
timer.tic();
const std::string output_file_extension="m";
int dim=(int)vectoraimprimmir.n_rows;
int dim2=(int)vectoraimprimmir.n_cols;
int dim3=(int)vectoraimprimmir.n_slices;
if((dim!=0)&&(dim2!=0))
{
{
for(int totalwidth=0; totalwidth<dim; ++totalwidth)
{
ostringstream fileName;
fileName<<"s"<<nombre<<"var"<<totalwidth<<"."<<output_file_extension;
ofstream valuesdocument(fileName.str(), fstream::out | fstream::app);
valuesdocument << nombre<< "var"<<totalwidth << "ite" << ordernum << "=[";
for(int nsl=0; nsl<dim3; ++nsl)
{
for(int p=0; p<dim2; ++p)
{
valuesdocument << std::fixed << std::setprecision(18) << vectoraimprimmir(totalwidth,p,nsl) << " " ;
}
}
valuesdocument << "];" << endl;
valuesdocument.close();
}
}
}else{
glovar::outputf << "WARNING: " << nombre << " does not contain values and its dimension is 0 " << endl;
finalization();
exit(0);
}
}
void printhour(const int &definition)
{
time_t tempus;
struct tm * infotiempo;
char datos[100];
time (&tempus);
infotiempo = localtime(&tempus);
if(definition==0)
{
strftime(datos,sizeof(datos),"Computation started on %d-%m-%Y at %H:%M:%S",infotiempo);
}
if(definition==1)
{
strftime(datos,sizeof(datos),"Computation finished on %d-%m-%Y at %H:%M:%S",infotiempo);
}
string str(datos);
glovar::outputf << "\n" << str << "\n" << endl;
}
string printhour()
{
time_t tempus;
struct tm * infotiempo;
char datos[100];
time (&tempus);
infotiempo = localtime(&tempus);
strftime(datos,sizeof(datos),"%d-%m-%Y at %H:%M:%S",infotiempo);
string str(datos);
return str;
}
void iteration(int i)
{
glovar::outputf << setfill('=') << setw(50) << "=" << " Iteration no. " << i << " " << setfill('=') << setw(50) << "=" << endl;
glovar::outputf << setfill(' ') << endl;
}
void finalization()
{
glovar::outputf << " " << endl;
glovar::outputf << setfill('=') << setw(51) << "=" << " FINALIZATION " << setfill('=') << setw(51) << "=" << endl;
glovar::outputf << setfill(' ') << endl;
glovar::outputf << " " << endl;
glovar::outputf
<< left
<< setw(20)
<< "The ODE system was called "
<< left
<< setw(2)
<< glovar::functionodecalls
<< left
<< setw(5)
<< " times."
<< endl;
}