Package jline.lib.butools.map
Class MinimalRepFromRAPKt
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- All Implemented Interfaces:
public final class MinimalRepFromRAPKt
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Method Summary
Modifier and Type Method Description final static Pair<Matrix, Matrix>minimalRepFromRAP(Matrix H0, Matrix H1, String how, Double precision)Returns the minimal representation of a rational arrival process. final static Pair<Matrix, Matrix>minimalRepFromRAP(Matrix H0, Matrix H1, String how)Returns the minimal representation of a rational arrival process. final static Pair<Matrix, Matrix>minimalRepFromRAP(Matrix H0, Matrix H1)Returns the minimal representation of a rational arrival process. -
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Method Detail
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minimalRepFromRAP
@JvmOverloads() final static Pair<Matrix, Matrix> minimalRepFromRAP(Matrix H0, Matrix H1, String how, Double precision)
Returns the minimal representation of a rational arrival process.
- Parameters:
H0- The H0 matrix of the rational arrival processH1- The H1 matrix of the rational arrival processhow- Determines how the representation is minimized: "cont" = controllability, "obs" = observability, "obscont" = both (default)precision- Precision used by the Staircase algorithm (default 1e-12)- Returns:
Pair of (D0, D1) matrices of the minimal representation
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minimalRepFromRAP
@JvmOverloads() final static Pair<Matrix, Matrix> minimalRepFromRAP(Matrix H0, Matrix H1, String how)
Returns the minimal representation of a rational arrival process.
- Parameters:
H0- The H0 matrix of the rational arrival processH1- The H1 matrix of the rational arrival processhow- Determines how the representation is minimized: "cont" = controllability, "obs" = observability, "obscont" = both (default)- Returns:
Pair of (D0, D1) matrices of the minimal representation
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minimalRepFromRAP
@JvmOverloads() final static Pair<Matrix, Matrix> minimalRepFromRAP(Matrix H0, Matrix H1)
Returns the minimal representation of a rational arrival process.
- Parameters:
H0- The H0 matrix of the rational arrival processH1- The H1 matrix of the rational arrival process- Returns:
Pair of (D0, D1) matrices of the minimal representation
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