linear2d_diffusion_pce_nox_sg_solvers.cpp File Reference

#include "twoD_diffusion_ME.hpp"
#include "Epetra_SerialComm.h"
#include "NOX.H"
#include "NOX_Epetra.H"
#include "NOX_Epetra_LinearSystem_Stratimikos.H"
#include "NOX_Epetra_LinearSystem_SGGS.hpp"
#include "NOX_Epetra_LinearSystem_SGJacobi.hpp"
#include "Stokhos_Epetra.hpp"
#include "Teuchos_CommandLineProcessor.hpp"
#include "Teuchos_TimeMonitor.hpp"
#include "Teuchos_Assert.hpp"
#include "EpetraExt_VectorOut.h"

Include dependency graph for linear2d_diffusion_pce_nox_sg_solvers.cpp:

Go to the source code of this file.

Enumerations
enum	Krylov_Solver { AZTECOO, BELOS, AZTECOO, BELOS }
enum	SG_Solver { SG_KRYLOV, SG_GS, SG_JACOBI }
enum	Krylov_Method {   GMRES, CG, GMRES, CG,   FGMRES, RGMRES, GMRES, CG,   GMRES, CG, FGMRES, RGMRES,   GMRES, CG, GMRES, CG }
enum	SG_Op { MATRIX_FREE, KL_MATRIX_FREE, KL_REDUCED_MATRIX_FREE, FULLY_ASSEMBLED }
enum	SG_Prec {   MEAN, GS, AGS, AJ,   ASC, KP, NONE, NONE,   MEAN, STOCHASTIC, NONE, MEAN,   STOCHASTIC }
enum	SG_RF {   UNIFORM, CC_UNIFORM, RYS, LOGNORMAL,   UNIFORM, CC_UNIFORM, RYS, LOGNORMAL,   UNIFORM, CC_UNIFORM, RYS, LOGNORMAL,   UNIFORM, RYS, LOGNORMAL, UNIFORM,   LOGNORMAL, UNIFORM, LOGNORMAL }

Functions
double	uniform_weight (const double &x)
int	main (int argc, char *argv[])

Variables
const int	num_krylov_solver = 2
const Krylov_Solver	krylov_solver_values [] = { AZTECOO, BELOS }
const char *	krylov_solver_names [] = { "AztecOO", "Belos" }
const int	num_sg_solver = 3
const SG_Solver	sg_solver_values [] = { SG_KRYLOV, SG_GS, SG_JACOBI }
const char *	sg_solver_names [] = { "Krylov", "Gauss-Seidel", "Jacobi" }
const int	num_krylov_method = 4
const Krylov_Method	krylov_method_values [] = { GMRES, CG, FGMRES, RGMRES }
const char *	krylov_method_names [] = { "GMRES", "CG", "FGMRES", "RGMRES" }
const int	num_sg_op = 4
const SG_Op	sg_op_values [] = { MATRIX_FREE, KL_MATRIX_FREE, KL_REDUCED_MATRIX_FREE, FULLY_ASSEMBLED }
const char *	sg_op_names []
const int	num_sg_prec = 7
const SG_Prec	sg_prec_values [] = { MEAN, GS, AGS, AJ, ASC, KP, NONE }
const char *	sg_prec_names []
const int	num_sg_rf = 3
const SG_RF	sg_rf_values [] = { UNIFORM, RYS, LOGNORMAL }
const char *	sg_rf_names [] = { "Uniform", "Rys", "Log-Normal" }

Enumeration Type Documentation

enum Krylov_Solver

Enumerator
AZTECOO
BELOS
AZTECOO
BELOS

Definition at line 44 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

enum SG_Solver

Enumerator
SG_KRYLOV
SG_GS
SG_JACOBI

Definition at line 50 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

enum Krylov_Method

Enumerator
GMRES
CG
GMRES
CG
FGMRES
RGMRES
GMRES
CG
GMRES
CG
FGMRES
RGMRES
GMRES
CG
GMRES
CG

Definition at line 56 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

enum SG_Op

Enumerator
MATRIX_FREE
KL_MATRIX_FREE
KL_REDUCED_MATRIX_FREE
FULLY_ASSEMBLED

Definition at line 62 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

enum SG_Prec

Enumerator
MEAN
GS
AGS
AJ
ASC
KP
NONE
NONE
MEAN
STOCHASTIC
NONE
MEAN
STOCHASTIC

Definition at line 71 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

enum SG_RF

Enumerator
UNIFORM
CC_UNIFORM
RYS
LOGNORMAL
UNIFORM
CC_UNIFORM
RYS
LOGNORMAL
UNIFORM
CC_UNIFORM
RYS
LOGNORMAL
UNIFORM
RYS
LOGNORMAL
UNIFORM
LOGNORMAL
UNIFORM
LOGNORMAL

Definition at line 83 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

Function Documentation

double uniform_weight

(

const double &

x

)

Definition at line 39 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

int main	(	int	argc,
		char *	argv[]
	)

Definition at line 88 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

Variable Documentation

const int num_krylov_solver = 2

Definition at line 45 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const Krylov_Solver krylov_solver_values[] = { AZTECOO, BELOS }

Definition at line 46 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const char* krylov_solver_names[] = { "AztecOO", "Belos" }

Definition at line 47 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const int num_sg_solver = 3

Definition at line 51 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const SG_Solver sg_solver_values[] = { SG_KRYLOV, SG_GS, SG_JACOBI }

Definition at line 52 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const char* sg_solver_names[] = { "Krylov", "Gauss-Seidel", "Jacobi" }

Definition at line 53 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const int num_krylov_method = 4

Definition at line 57 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const Krylov_Method krylov_method_values[] = { GMRES, CG, FGMRES, RGMRES }

Definition at line 58 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const char* krylov_method_names[] = { "GMRES", "CG", "FGMRES", "RGMRES" }

Definition at line 59 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const int num_sg_op = 4

Definition at line 63 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const SG_Op sg_op_values[] = { MATRIX_FREE, KL_MATRIX_FREE, KL_REDUCED_MATRIX_FREE, FULLY_ASSEMBLED }

Definition at line 64 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const char* sg_op_names[]

Initial value:

= { "Matrix-Free",
            "KL-Matrix-Free",
            "KL-Reduced-Matrix-Free",
            "Fully-Assembled" }

Definition at line 65 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const int num_sg_prec = 7

Definition at line 72 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const SG_Prec sg_prec_values[] = { MEAN, GS, AGS, AJ, ASC, KP, NONE }

Definition at line 73 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const char* sg_prec_names[]

Initial value:

= { "Mean-Based", 
        "Gauss-Seidel", 
        "Approx-Gauss-Seidel", 
        "Approx-Jacobi", 
        "Approx-Schur-Complement", 
        "Kronecker-Product",
        "None" }

Definition at line 74 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const int num_sg_rf = 3

Definition at line 84 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const SG_RF sg_rf_values[] = { UNIFORM, RYS, LOGNORMAL }

Definition at line 85 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.

const char* sg_rf_names[] = { "Uniform", "Rys", "Log-Normal" }

Definition at line 86 of file linear2d_diffusion_pce_nox_sg_solvers.cpp.