KerMor  0.9
Model order reduction for nonlinear dynamical systems and nonlinear approximation
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testing.TestFunctions Class Reference

TestFunctions: Some test functions for nonlinear approximation methods. More...

Detailed Description

TestFunctions: Some test functions for nonlinear approximation methods.

This class contains some static methods that create function handles to be used within test cases for different approximation algorithms in the +approx package.

Author
Daniel Wirtz
Date
2012-04-30
New in 0.6:
(Daniel Wirtz, 2012-04-30) Added this class.

This class is part of the framework

KerMor - Model Order Reduction using Kernels

Definition at line 18 of file TestFunctions.m.

Static Public Member Functions

static function [
f ,
r ] = 
F3 ()
 Function "F3" from [RB99]. More...
 
static function [
f ,
r ] = 
F7 ()
 Function "F10" from [RB99]. More...
 
static function [
f ,
r ] = 
F8 ()
 Function "F8" from [RB99]. More...
 
static function [
f ,
r ] = 
F10 ()
 Function "F10" from [RB99]. More...
 
static function [
f ,
r ] = 
Franke2D ()
 Test function from [FN80]. More...
 
static function [
f ,
r ] = 
Franke3D ()
 Test function from [LM05, FN80]. More...
 

Member Function Documentation

function [ f , r ] = testing.TestFunctions.F10 ( )
static

Function "F10" from [RB99].

Definition at line 76 of file TestFunctions.m.

function [ f , r ] = testing.TestFunctions.F3 ( )
static

Function "F3" from [RB99].

Definition at line 42 of file TestFunctions.m.

function [ f , r ] = testing.TestFunctions.F7 ( )
static

Function "F10" from [RB99].

Definition at line 53 of file TestFunctions.m.

function [ f , r ] = testing.TestFunctions.F8 ( )
static

Function "F8" from [RB99].

Definition at line 64 of file TestFunctions.m.

function [ f , r ] = testing.TestFunctions.Franke2D ( )
static

Test function from [FN80].

Definition at line 88 of file TestFunctions.m.

function [ f , r ] = testing.TestFunctions.Franke3D ( )
static

Test function from [LM05, FN80].

Definition at line 102 of file TestFunctions.m.


The documentation for this class was generated from the following file: