Discrete regularization for operator equation of Hammerstein's type (Q1302286)
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scientific article; zbMATH DE number 1340806
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Discrete regularization for operator equation of Hammerstein's type |
scientific article; zbMATH DE number 1340806 |
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Discrete regularization for operator equation of Hammerstein's type (English)
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5 July 2000
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Let \(F_1: X\to X^*\) and \(F_2: X^*\to X\) be nonlinear, hemicontinuous and monotone operators, where \(X\) is a reflexive strictly convex Banach space having the \(E\)-property. The author studies the convergence of a method for solving the operator equations of Hammerstein type: \(x+ F_2F_1(x)= f_0\), \(f_0\in X\).
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discrete regularization
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Hammerstein operator
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integral equation
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nonlinear, hemicontinuous and monotone operators
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\(E\)-property
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operator equations of Hammerstein type
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0.8684874176979065
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