Inheritance diagram for DerivativeGaussian< T, NDIM >:
Collaboration diagram for DerivativeGaussian< T, NDIM >:
Public Types | |
| typedef Vector< double, NDIM > | coordT |
 Public Types inherited from madness::FunctionFunctorInterface< T, NDIM > | |
| typedef GenTensor< T > | coeffT |
| typedef Key< NDIM > | keyT |
| typedef T | value_type |
Public Member Functions | |
| DerivativeGaussian (const coordT ¢er, double exponent, T coefficient, int axis) | |
| DerivativeGaussian (const Gaussian< T, NDIM > &g, int axis) | |
| T | operator() (const coordT &x) const |
You should implement this to return f(x) | |
| Public Member Functions inherited from madness::FunctionFunctorInterface< T, NDIM > | |
| FunctionFunctorInterface () | |
| virtual | ~FunctionFunctorInterface () |
| virtual coeffT | coeff (const keyT &) const |
| virtual void | operator() (const Vector< double *, 1 > &xvals, T *fvals, int npts) const |
| virtual void | operator() (const Vector< double *, 2 > &xvals, T *fvals, int npts) const |
| virtual void | operator() (const Vector< double *, 3 > &xvals, T *fvals, int npts) const |
| virtual void | operator() (const Vector< double *, 4 > &xvals, T *fvals, int npts) const |
| virtual void | operator() (const Vector< double *, 5 > &xvals, T *fvals, int npts) const |
| virtual void | operator() (const Vector< double *, 6 > &xvals, T *fvals, int npts) const |
| virtual bool | provides_coeff () const |
| does this functor directly provide sum coefficients? or only function values? | |
| virtual bool | screened (const Vector< double, NDIM > &c1, const Vector< double, NDIM > &c2) const |
| Can we screen this function based on the bounding box information? | |
| void | set_length_scale (double lo) |
| adapt the special level to resolve the smallest length scale | |
| virtual Level | special_level () |
| Override this change level refinement for special points (default is 6) | |
| virtual std::vector< Vector< double, NDIM > > | special_points () const |
| Override this to return list of special points to be refined more deeply. | |
| virtual bool | supports_vectorized () const |
| Does the interface support a vectorized operator()? | |
| virtual coeffT | values (const keyT &key, const Tensor< double > &tensor) const |
Public Attributes | |
| const int | axis |
| const coordT | center |
| const T | coefficient |
| const double | exponent |
| Public Attributes inherited from madness::FunctionFunctorInterface< T, NDIM > | |
| Level | special_level_ |
Member Typedef Documentation
◆ coordT
template<typename T , std::size_t NDIM>
| typedef Vector<double,NDIM> DerivativeGaussian< T, NDIM >::coordT |
Constructor & Destructor Documentation
◆ DerivativeGaussian() [1/2]
template<typename T , std::size_t NDIM>
|
inline |
◆ DerivativeGaussian() [2/2]
template<typename T , std::size_t NDIM>
|
inline |
Member Function Documentation
◆ operator()()
template<typename T , std::size_t NDIM>
|
inlinevirtual |
You should implement this to return f(x)
Implements madness::FunctionFunctorInterface< T, NDIM >.
References DerivativeGaussian< T, NDIM >::axis, DerivativeGaussian< T, NDIM >::center, DerivativeGaussian< T, NDIM >::coefficient, DerivativeGaussian< T, NDIM >::exponent, NDIM, and sum.
Member Data Documentation
◆ axis
template<typename T , std::size_t NDIM>
| const int DerivativeGaussian< T, NDIM >::axis |
Referenced by DerivativeGaussian< T, NDIM >::operator()().
◆ center
template<typename T , std::size_t NDIM>
| const coordT DerivativeGaussian< T, NDIM >::center |
Referenced by DerivativeGaussian< T, NDIM >::operator()().
◆ coefficient
template<typename T , std::size_t NDIM>
| const T DerivativeGaussian< T, NDIM >::coefficient |
Referenced by DerivativeGaussian< T, NDIM >::operator()().
◆ exponent
template<typename T , std::size_t NDIM>
| const double DerivativeGaussian< T, NDIM >::exponent |
Referenced by DerivativeGaussian< T, NDIM >::operator()().
The documentation for this class was generated from the following file:
