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Intrepid
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Providing integration rules, created by John Burkardt, Scientific Computing, Florida State University, modified and redistributed by D. Kouri. More...
#include <Intrepid_BurkardtRules.hpp>
Static Public Member Functions | |
| template<class Scalar > | |
| static void | imtqlx (int n, Scalar d[], Scalar e[], Scalar z[]) |
| template<class Scalar > | |
| static Scalar | r8_epsilon (Scalar one) |
| template<class Scalar > | |
| static Scalar | r8_sign (Scalar x) |
| template<class Scalar > | |
| static void | chebyshev1_compute (int order, Scalar x[], Scalar w[]) |
| Gauss-Chebyshev of Type 1; returns points and weights. | |
| template<class Scalar > | |
| static void | chebyshev1_compute_points (int order, Scalar x[]) |
| Gauss-Chebyshev of Type 1; returns points. | |
| template<class Scalar > | |
| static void | chebyshev1_compute_weights (int order, Scalar w[]) |
| Gauss-Chebyshev of Type 1; returns weights. | |
| template<class Scalar > | |
| static void | chebyshev2_compute (int order, Scalar x[], Scalar w[]) |
| Gauss-Chebyshev of Type 2; returns points and weights. | |
| template<class Scalar > | |
| static void | chebyshev2_compute_points (int order, Scalar x[]) |
| Gauss-Chebyshev of Type 2; returns points. | |
| template<class Scalar > | |
| static void | chebyshev2_compute_weights (int order, Scalar w[]) |
| Gauss-Chebyshev of Type 2; returns weights. | |
| template<class Scalar > | |
| static void | clenshaw_curtis_compute (int order, Scalar x[], Scalar w[]) |
| Clenshaw-Curtis; returns points and weights. | |
| template<class Scalar > | |
| static void | clenshaw_curtis_compute_points (int order, Scalar x[]) |
| Clenshaw-Curtis; returns points. | |
| template<class Scalar > | |
| static void | clenshaw_curtis_compute_weights (int order, Scalar w[]) |
| Clenshaw-Curtis; returns weights. | |
| template<class Scalar > | |
| static void | fejer2_compute (int order, Scalar x[], Scalar w[]) |
| Fejer type 2; returns points and weights. | |
| template<class Scalar > | |
| static void | fejer2_compute_points (int order, Scalar x[]) |
| Fejer type 2; returns points. | |
| template<class Scalar > | |
| static void | fejer2_compute_weights (int order, Scalar w[]) |
| Fejer type 2; returns weights. | |
| template<class Scalar > | |
| static void | hermite_compute (int order, Scalar x[], Scalar w[]) |
| Gauss-Hermite; returns points and weights. | |
| template<class Scalar > | |
| static void | hermite_compute_points (int order, Scalar x[]) |
| Gauss-Hermite; returns points. | |
| template<class Scalar > | |
| static void | hermite_compute_weights (int order, Scalar w[]) |
| Gauss-Hermite; returns weights. | |
| template<class Scalar > | |
| static void | hermite_lookup (int n, Scalar x[], Scalar w[]) |
| Gauss-Hermite; returns points and weights. | |
| template<class Scalar > | |
| static void | hermite_lookup_points (int n, Scalar x[]) |
| Gauss-Hermite; returns points. | |
| template<class Scalar > | |
| static void | hermite_lookup_weights (int n, Scalar w[]) |
| Gauss-Hermite; returns weights. | |
| template<class Scalar > | |
| static void | hermite_genz_keister_lookup (int n, Scalar x[], Scalar w[]) |
| Hermite-Genz-Keister; returns points and weights. | |
| template<class Scalar > | |
| static void | hermite_genz_keister_lookup_points (int n, Scalar x[]) |
| Hermite-Genz-Keister; returns points. | |
| template<class Scalar > | |
| static void | hermite_genz_keister_lookup_weights (int n, Scalar w[]) |
| Hermite-Genz-Keister; returns weights. | |
| template<class Scalar > | |
| static void | laguerre_compute (int n, Scalar x[], Scalar w[]) |
| Gauss-Laguerre; returns points and weights. | |
| template<class Scalar > | |
| static void | laguerre_compute_points (int order, Scalar x[]) |
| Gauss-Laguerre; returns points. | |
| template<class Scalar > | |
| static void | laguerre_compute_weights (int order, Scalar w[]) |
| Gauss-Laguerre; returns weights. | |
| template<class Scalar > | |
| static void | laguerre_lookup (int n, Scalar x[], Scalar w[]) |
| Gauss-Laguerre; returns points and weights. | |
| template<class Scalar > | |
| static void | laguerre_lookup_points (int n, Scalar x[]) |
| Gauss-Laguerre; returns points. | |
| template<class Scalar > | |
| static void | laguerre_lookup_weights (int n, Scalar w[]) |
| Gauss-Laguerre; returns weights. | |
| template<class Scalar > | |
| static void | legendre_compute (int n, Scalar x[], Scalar w[]) |
| Gauss-Legendre; returns points and weights. | |
| template<class Scalar > | |
| static void | legendre_compute_points (int order, Scalar x[]) |
| Gauss-Legendre; returns points. | |
| template<class Scalar > | |
| static void | legendre_compute_weights (int order, Scalar w[]) |
| Gauss-Legendre; returns weights. | |
| template<class Scalar > | |
| static void | legendre_lookup (int n, Scalar x[], Scalar w[]) |
| Gauss-Legendre; returns points and weights. | |
| template<class Scalar > | |
| static void | legendre_lookup_points (int n, Scalar x[]) |
| Gauss-Legendre; returns points. | |
| template<class Scalar > | |
| static void | legendre_lookup_weights (int n, Scalar w[]) |
| Gauss-Legendre; returns weights. | |
| template<class Scalar > | |
| static void | patterson_lookup (int n, Scalar x[], Scalar w[]) |
| Gauss-Patterson; returns points and weights. | |
| template<class Scalar > | |
| static void | patterson_lookup_points (int n, Scalar x[]) |
| Gauss-Patterson; returns points. | |
| template<class Scalar > | |
| static void | patterson_lookup_weights (int n, Scalar w[]) |
| Gauss-Patterson; returns weights. | |
| template<class Scalar > | |
| static void | trapezoidal_compute (int n, Scalar x[], Scalar w[]) |
| Trapezoidal rule; returns points and weights. | |
| template<class Scalar > | |
| static void | trapezoidal_compute_points (int order, Scalar x[]) |
| Trapezoidal rule; returns points. | |
| template<class Scalar > | |
| static void | trapezoidal_compute_weights (int order, Scalar w[]) |
| Trapezoidal rule; returns weights. | |
Providing integration rules, created by John Burkardt, Scientific Computing, Florida State University, modified and redistributed by D. Kouri.
See <>
Definition at line 115 of file Intrepid_BurkardtRules.hpp.
1.8.5