KerMor  0.9
Model order reduction for nonlinear dynamical systems and nonlinear approximation
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AffineInitialValue.m
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1 namespace dscomponents{
2 
3 
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17 
20  public general.AffParamMatrix {
39  public:
40 
41  function x0 = evaluate(colvec<double> mu) {
42  x0 = this.compose(mu);
43  }
44 
45 
46  function x0 = compose(colvec<double> mu) {
47  x0 = full(compose@general.AffParamMatrix(this, 0, mu));
48  }
58  function projected = project(V,W) {
59 
60  /* Uses the overridden operators in AffParamMatrix to create a copy. */
61  projected = W^t*this;
62  /* Dont store V,W due to hard drive space saving (not really needed here)
63  *projected = project@general.AProjectable(this, V, W, projected); */
64  }
74  function copy = clone() {
75  copy = clone@general.AffParamMatrix(this,...
76  dscomponents.AffineInitialValue);
77  }
78 
79 
80 
81 };
82 }
83 
function x0 = evaluate(colvec< double > mu)
AInitialValue: Abstract base class for dynamical systems initial values.
Definition: AInitialValue.m:18
V
The matrix of the biorthogonal pair .
Definition: AProjectable.m:61
function x0 = compose(colvec< double > mu)
Call affine function evaluate.
General time/parameter-affine matrix.
function projected = project(V, W)
Projects the affine parametric initial value into the subspace spanned by .
W
The matrix of the biorthogonal pair .
Definition: AProjectable.m:72
AffineInitialValue: Parameter-affine initial value for dynamical systems.