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h gauss_seidel.h
#ifndef POISSON_SOLVER_KERNEL_IMPL_GAUSS_SEIDEL_H
#define POISSON_SOLVER_KERNEL_IMPL_GAUSS_SEIDEL_H 1
namespace flens {
//-- dirichlet poisson 1d ----------------------------------------------------
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tex nonlinearsolver.tex
\chapter{Nonlinear solver}
\index{nonlinear solver}
\dolfin{} provides tools for solving nonlinear equations of the form
\begin{equation}
F(u) = 0,
\end{equation}
where $F: \mathbb{R}^{n} \rightar
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me rubread.me
Cube Solver II - copyright (c) 1994 Amzi! inc.
This program may be freely copied with appropriate credit given.
Cube Solver II is designed to be an entertaining example of Prolog
applied to a non
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h gauss_seidel.h
#ifndef POISSON_SOLVER_FLENS_IMPL_GAUSS_SEIDEL_H
#define POISSON_SOLVER_FLENS_IMPL_GAUSS_SEIDEL_H 1
#include
namespace flens {
//-- GaussSeidel -------------------------------------
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cc blas_poisson.cc
#include
#include
namespace flens {
//-- BLAS for GridVector1D -----------------------------------------------------
void
a
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h dp_blas.h
#ifndef POISSON_SOLVER_KERNEL_IMPL_DP_BLAS_H
#define POISSON_SOLVER_KERNEL_IMPL_DP_BLAS_H 1
namespace flens {
//-- dirichlet poisson 2d ------------------------------------------------------
templa
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cpp cg_main.cpp
/***************************************************
* Conjugate Gradient Solver v0.2 *
* Programmed by Xiangyu Dong *
*-------------------------------------
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h poissonmatrix.h
#ifndef POISSON_SOLVER_FLENS_IMPL_POISSONMATRIX_H
#define POISSON_SOLVER_FLENS_IMPL_POISSONMATRIX_H 1
#include
namespace flens {
//-- DirichletPoisson1D ----------------------------
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h gridvector.h
#ifndef POISSON_SOLVER_FLENS_IMPL_GRIDVECTOR_H
#define POISSON_SOLVER_FLENS_IMPL_GRIDVECTOR_H 1
#include
namespace flens {
//== GridVector1D ========================================
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h prolongation.h
#ifndef POISSON_SOLVER_FLENS_IMPL_PROLONGATION_H
#define POISSON_SOLVER_FLENS_IMPL_PROLONGATION_H 1
#include
namespace flens {
//-- dirichlet poisson 1d ----------------------------