html/latest/crandall_8h_source.html

// SPDX-FileCopyrightText: 2024 Andreas Buchheit <buchheit@num.uni-sb.de>

// SPDX-FileCopyrightText: 2024 Jonathan Busse <jonathan.busse@dlr.de>

// SPDX-FileCopyrightText: 2024 Ruben Gutendorf

// <ruben.gutendorf@uni-saarland.de>

//

// SPDX-License-Identifier: AGPL-3.0-only


#include <complex.h>


#ifndef EPSTEIN_CRANDALL

#define EPSTEIN_CRANDALL

double complex crandall_gReg_nuequalsdim(double s, double arg, double k,

                                         double lambda);


double complex crandall_gReg(unsigned int dim, double nu, const double *z,

                             double prefactor);


double assignzArgBound(double nu);


double complex crandall_g(unsigned int dim, double nu, const double *z,

                          double prefactor, double zArgBound);

#endif

crandall_g
double complex crandall_g(unsigned int dim, double nu, const double *z, double prefactor, double zArgBound)
Assumes x and y to be in the respective elementary lattice cell. Multiply with exp(2 * PI * i * x * y...
Definition crandall.c:132

assignzArgBound
double assignzArgBound(double nu)
calculates bounds on when to use asymptotic expansion of the upper incomplete gamma function,...
Definition crandall.c:105

crandall_gReg_nuequalsdim
double complex crandall_gReg_nuequalsdim(double s, double arg, double k, double lambda)
Calculates the regularization of the zero summand in the second sum in Crandall's formula in the spec...

crandall_gReg
double complex crandall_gReg(unsigned int dim, double nu, const double *z, double prefactor)
Calculates the regularization of the zero summand in the second sum in Crandall's formula.
Definition crandall.c:87