KerMor
0.9
Model order reduction for nonlinear dynamical systems and nonlinear approximation
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VKOGA: Contains some demo functions for the VKOGA algorithm. More...
VKOGA: Contains some demo functions for the VKOGA algorithm.
The VKOGA algorithm in introduced in [13] and adopts principles of greedy algorithms [6] [11]
This class is part of the framework
Homepage
http://www.morepas.org/software/index.htmlDocumentation
http://www.morepas.org/software/kermor/index.htmlLicense
KerMor license conditions Static Public Member Functions | |
static function struct res = | VKOGA_1D_nD (integer n,logical fPGreedy,integer nG) |
Starts a demo of the approx.algorithms.VKOGA algorithm. More... | |
static function | IterationPlots (struct res,integer steps,PlotManager pm) |
Demonstrates the VKOGA iterations during approximation computations. More... | |
static function | NewtonBasis_Schaback () |
The demo of the schaback paper [7] for the function-dependent Newton basis. More... | |
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Demonstrates the VKOGA iterations during approximation computations.
res | The output of demos.VKOGA.demo_VKOGA_1D_nD |
steps | How many steps to illustrate Default: 4 |
pm | A PlotManager instance to use for plots. Default: 3x3 Subfigures |
Definition at line 114 of file VKOGA.m.
References k, l, Norm.L2(), and t.
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Starts a demo of the approx.algorithms.VKOGA algorithm.
The functions all live on \([-5,5]\) for simplicity and can be of output dimension \(1-4\).
n | The output space dimension. Between 1 and 4. Default: 1 |
fPGreedy | Flag to use f/P-Greedy instead of f-Greedy. Default: false |
nG | The number of different \(\gamma\) values to use for the Gaussian. Default: 3 |
res | A struct with the fields {kexp, atd, alg} for further processing. |
Definition at line 41 of file VKOGA.m.
References t.