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Gudhi::coxeter_triangulation::Linear_transformation< Function_ > Class Template Reference

Transforms the zero-set of the function by a given linear transformation. The underlying function corresponds to f(M*x), where M is the transformation matrix. More...

#include <include/gudhi/Functions/Linear_transformation.h>

Public Member Functions

Eigen::VectorXd operator() (const Eigen::VectorXd &p) const
 Value of the function at a specified point. More...
 
std::size_t amb_d () const
 Returns the domain (ambient) dimension.
 
std::size_t cod_d () const
 Returns the codomain dimension.
 
Eigen::VectorXd seed () const
 Returns a point on the zero-set.
 
 Linear_transformation (const Function_ &function, const Eigen::MatrixXd &matrix)
 Constructor of a linearly transformed function. More...
 

Detailed Description

template<class Function_>
class Gudhi::coxeter_triangulation::Linear_transformation< Function_ >

Transforms the zero-set of the function by a given linear transformation. The underlying function corresponds to f(M*x), where M is the transformation matrix.

Template Parameters
Function_The function template parameter. Should be a model of the concept FunctionForImplicitManifold.

Constructor & Destructor Documentation

◆ Linear_transformation()

template<class Function_ >
Gudhi::coxeter_triangulation::Linear_transformation< Function_ >::Linear_transformation ( const Function_ &  function,
const Eigen::MatrixXd &  matrix 
)
inline

Constructor of a linearly transformed function.

Parameters
[in]functionThe function to be linearly transformed.
[in]matrixThe transformation matrix. Its dimension should be d*d, where d is the domain (ambient) dimension of 'function'.

Member Function Documentation

◆ operator()()

template<class Function_ >
Eigen::VectorXd Gudhi::coxeter_triangulation::Linear_transformation< Function_ >::operator() ( const Eigen::VectorXd &  p) const
inline

Value of the function at a specified point.

Parameters
[in]pThe input point. The dimension needs to coincide with the ambient dimension.

The documentation for this class was generated from the following file: