H2 Optimal Approximation (Q6684569): Difference between revisions
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Changed claim: description (P1459): This approach is based on the interpolation of the Volterra series representation of the system's transfer function and gives a local H2-optimal approximation, because the interpolation is chosen so that the system satisfies the necessary H2-optimality conditions upon convergence of the algorithm. Note that H2 stands for Hardy space. |
Created claim: specialized by (P1684): H2 Optimal Approximation (Linear) (Q6684570) |
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Latest revision as of 10:44, 16 July 2025
model order reduction by interpolation of the Volterra series representation of the system's transfer function
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | H2 Optimal Approximation |
model order reduction by interpolation of the Volterra series representation of the system's transfer function |
Statements
This approach is based on the interpolation of the Volterra series representation of the system's transfer function and gives a local H2-optimal approximation, because the interpolation is chosen so that the system satisfies the necessary H2-optimality conditions upon convergence of the algorithm. Note that H2 stands for Hardy space.
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