operations.hh File Reference

#include "basics/typedefs.hh"
#include "basics/vectorsMatrices.hh"

Go to the source code of this file.

Classes
class	concepts::multiplies< F, G, H >

Namespaces
namespace	concepts

Functions
template<class F >
F &	concepts::inverse (F &f)
template<class F >
F	concepts::inverse (const F &f)
template<class F , uint dim>
Mapping< F, dim > &	concepts::inverse (Mapping< F, dim > &m)
template<class F , uint dim>
Mapping< F, dim >	concepts::inverse (const Mapping< F, dim > &m)
template<class F , uint dim>
F	concepts::determinant (const Mapping< F, dim > &m)
template<class F , uint dim>
Mapping< F, dim > &	concepts::adjugate (Mapping< F, dim > &m)
template<class F , uint dim>
Mapping< F, dim >	concepts::adjugate (const Mapping< F, dim > &m)
template<class F , class G >
G &	concepts::product (const F &m, G &v)
template<class F , class G >
G	concepts::product (const F &m, const G &v)
template<class F , uint dim>
Mapping< F, dim > &	concepts::prodTranspose (Mapping< F, dim > &m)
template<class F , uint dim>
Mapping< F, dim >	concepts::prodTranspose (const Mapping< F, dim > &m)
template<class F , uint dim>
Mapping< F, dim > &	concepts::transpose (Mapping< F, dim > &m)
template<class F , uint dim>
Mapping< F, dim >	concepts::transpose (const Mapping< F, dim > &m)
const concepts::Real	std::conj (const concepts::Real &v)
const concepts::Real	std::norm (const concepts::Real &v)
uint	std::abs (const uint &v)

Detailed Description

Basic operations

Definition in file operations.hh.

Function Documentation

abs()

uint std::abs ( const uint &  v )

inlineprotected

Definition at line 95 of file operations.hh.

conj()

const concepts::Real std::conj ( const concepts::Real &  v )

inlineprotected

Returns the conjugate complex of a real value.

It is an extension of that definition for complex numbers from <complex>.

Definition at line 83 of file operations.hh.

norm()

const concepts::Real std::norm ( const concepts::Real &  v )

inlineprotected

Returns the square of a real value.

It is an extension of that definition for complex numbers from <complex>.

Definition at line 90 of file operations.hh.