GNdarray.i
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/***************************************************************************
* GNdarray.i - N-dimensional array class *
* ----------------------------------------------------------------------- *
* copyright (C) 2016 by Juergen Knoedlseder *
* ----------------------------------------------------------------------- *
* *
* This program is 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/>. *
* *
***************************************************************************/
/**
* @file GNdarray.i
* @brief N-dimensional array class interface definition
* @author Juergen Knoedlseder
*/
%{
/* Put headers and other declarations here that are needed for compilation */
#define SWIG
#include "GNdarray.hpp"
%}
/***********************************************************************//**
* @class GNdarray
*
* @brief N-dimensional array class
*
* This class implement a n-dimensional double precision floating point
* array.
***************************************************************************/
class GNdarray : public GBase {
public:
// Constructors and destructors
GNdarray(void);
explicit GNdarray(const int& nx);
GNdarray(const int& nx, const int& ny);
GNdarray(const int& nx, const int& ny, const int& nz);
GNdarray(const std::vector<int>& n);
GNdarray(const GNdarray& array);
virtual ~GNdarray(void);
// Operators
bool operator==(const GNdarray& array) const;
bool operator!=(const GNdarray& array) const;
GNdarray& operator+=(const GNdarray& array);
GNdarray& operator-=(const GNdarray& array);
GNdarray& operator+=(const double& value);
GNdarray& operator-=(const double& value);
GNdarray& operator*=(const double& value);
GNdarray operator-(void) const;
// Methods
void clear(void);
GNdarray* clone(void) const;
std::string classname(void) const;
int dim() const;
int size(void) const;
const std::vector<int>& shape(void) const;
};
/***********************************************************************//**
* @brief GNdarray class extension
***************************************************************************/
%extend GNdarray {
double __getitem__(int GTuple[]) {
// Handle first the special case of a single index. In Python we want
// to support accessing a n-dimensional array with a single index so
// that we can iterate over the array
if (GTuple[0] == 1) {
if (GTuple[1] >= 0 && GTuple[1] < self->size()) {
return (self->m_data[GTuple[1]]);
}
else {
throw GException::out_of_range("__getitem__(int)", "Array "
"index", GTuple[1], self->size());
}
}
if (GTuple[0] != self->dim()) {
throw GException::invalid_value("__getitem__(int)", "Invalid "
"access of "+gammalib::str(self->dim())+"-dimensional "
"array with "+gammalib::str(GTuple[0])+"-dimensional "
"access operator.");
}
int index = 0;
for (int i = 0; i < self->shape().size(); ++i) {
if (GTuple[i+1] < 0 || GTuple[i+1] >= self->shape()[i]) {
throw GException::out_of_range("__getitem__(int)", "Dimension "+
gammalib::str(i)+" index", GTuple[i+1], self->shape()[i]);
}
index += self->m_strides[i] * GTuple[i+1];
}
return (self->m_data[index]);
}
void __setitem__(int GTuple[], const double& value) {
if (GTuple[0] != self->dim()) {
throw GException::invalid_value("__setitem__(int)", "Invalid "
"access of "+gammalib::str(self->dim())+"-dimensional "
"array with "+gammalib::str(GTuple[0])+"-dimensional "
"access operator.");
}
int index = 0;
for (int i = 0; i < self->shape().size(); ++i) {
if (GTuple[i+1] < 0 || GTuple[i+1] >= self->shape()[i]) {
throw GException::out_of_range("__setitem__(int)", "Dimension "+
gammalib::str(i)+" index", GTuple[i+1], self->shape()[i]);
}
index += self->m_strides[i] * GTuple[i+1];
}
self->m_data[index] = value;
}
GNdarray __add__(const GNdarray &a) {
return (*self) + a;
}
GNdarray __add__(const double &a) {
return (*self) + a;
}
GNdarray __sub__(const GNdarray &a) {
return (*self) - a;
}
GNdarray __sub__(const double &a) {
return (*self) - a;
}
GNdarray __mul__(const double &a) {
return (*self) * a;
}
// Python 2.x
GNdarray __div__(const double &a) {
return (*self) / a;
}
// Python 3.x
GNdarray __truediv__(const double &a) {
return (*self) / a;
}
// Python 2.x operator/=
GNdarray __idiv__(const double& value) {
self->operator/=(value);
return (*self);
}
// Python 3.x operator/=
GNdarray __itruediv__(const double& value) {
self->operator/=(value);
return (*self);
}
int __is__(const GNdarray &a) {
return (*self) == a;
}
GNdarray copy() {
return (*self);
}
double min() {
return min(*self);
}
double max() {
return max(*self);
}
double sum() {
return sum(*self);
}
GNdarray acos() {
return acos(*self);
}
GNdarray acosh() {
return acosh(*self);
}
GNdarray asin() {
return asin(*self);
}
GNdarray asinh() {
return asinh(*self);
}
GNdarray atan() {
return atan(*self);
}
GNdarray atanh() {
return atanh(*self);
}
GNdarray cos() {
return cos(*self);
}
GNdarray cosh() {
return cosh(*self);
}
GNdarray exp() {
return exp(*self);
}
GNdarray abs() {
return abs(*self);
}
GNdarray log() {
return log(*self);
}
GNdarray log10() {
return log10(*self);
}
GNdarray sin() {
return sin(*self);
}
GNdarray sinh() {
return sinh(*self);
}
GNdarray sqrt() {
return sqrt(*self);
}
GNdarray tan() {
return tan(*self);
}
GNdarray tanh() {
return tanh(*self);
}
};