Solution of the quasi-linear system identification problem by the projectional method (Q2718179)
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scientific article; zbMATH DE number 1606360
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Solution of the quasi-linear system identification problem by the projectional method |
scientific article; zbMATH DE number 1606360 |
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19 March 2002
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identification
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quasi-linear system
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projection method
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functional equation
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integral operator
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Solution of the quasi-linear system identification problem by the projectional method (English)
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The paper deals with the identification of a quasi-linear system in deterministic conditions by using the projection method. The problem under consideration consists in fact in solving a functional equation with an integral operator defined on a nonlinear subset of a Banach space. By means of functional analysis tools the initial problem is reduced to an equivalent linear problem with a unique solution, provided it exists. Sufficient conditions allowing reduction of the infinite-dimensional problem to a linear finite-dimensional one are presented.
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0.7558369040489197
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0.7521343231201172
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0.7513965964317322
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0.751071572303772
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