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Medusa  1.1
Coordinate Free Mehless Method implementation
InverseMultiquadric.cpp
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1 #include "medusa/bits/approximations/InverseMultiquadric.hpp"
2 
8 template class mm::InverseMultiquadric<double>;
10 template double mm::InverseMultiquadric<double>::operator()(double r2, mm::Lap<1>) const;
11 template double mm::InverseMultiquadric<double>::operator()(double r2, mm::Lap<2>) const;
12 template double mm::InverseMultiquadric<double>::operator()(double r2, mm::Lap<3>) const;
13 template std::ostream& mm::operator<<(std::ostream& os, const mm::InverseMultiquadric<double>&);
mm::InverseMultiquadric
Inverse Multiquadric Radial Basis Function.
Definition: InverseMultiquadric_fwd.hpp:29
mm::operator<<
std::ostream & operator<<(std::ostream &os, const Gaussian< S > &b)
Output basic information about given Gaussian RBF.
Definition: Gaussian.hpp:37
InverseMultiquadric.hpp
mm::Lap
Represents the Laplacian operator.
Definition: Monomials_fwd.hpp:20
mm::InverseMultiquadric::operator()
scalar_t operator()(scalar_t r2, int derivative) const
Evaluate derivative of this RBF wrt.
Definition: InverseMultiquadric.hpp:22