KerMor  0.9
Model order reduction for nonlinear dynamical systems and nonlinear approximation
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Krylov.m
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1 namespace spacereduction{
2 
3 
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17 
18 class Krylov
27  public:
28 
29  mu0;
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31 
32  protected:
33 
34  function [V , W ] = generateReducedSpaceImpl(models.BaseFullModel model,subset) {
35  error(" Implement me! ");
36  x0 = model.System.x0(this.mu0);
37 
38  Ax = model.System.f.evaluate(x0,0,this.mu0);
39 
40  }
41 
42 
43 
44 };
45 }
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The base class for any KerMor detailed model.
Definition: BaseFullModel.m:18
models.BaseFirstOrderSystem System
The actual dynamical system used in the model.
Definition: BaseModel.m:102
function [ V , W ] = generateReducedSpaceImpl(models.BaseFullModel model, subset)
Definition: Krylov.m:34
dscomponents.AInitialValue x0
Function handle to initial state evaluation.
function fx = evaluate(x, t)
Evaluates the f-approximation. Depending on a possible projection and the CustomProjection-property t...
Definition: ACoreFun.m:296
dscomponents.ACoreFun f
The core f function from the dynamical system.
KRYLOV Krylov Subspace generation.
Definition: Krylov.m:18
Base class for all space reduction algorithms.