Qualitative analysis of one-step algebraic models with tridiagonal Toeplitz matrices (Q1297772)
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scientific article; zbMATH DE number 1336365
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Qualitative analysis of one-step algebraic models with tridiagonal Toeplitz matrices |
scientific article; zbMATH DE number 1336365 |
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Qualitative analysis of one-step algebraic models with tridiagonal Toeplitz matrices (English)
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14 September 1999
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The authors prove a result concerning the convergence of splittings for the iterative solutions of a system of linear equations with a symmetric tridiagonal matrix and use it to derive the standard result for the theta method for the discrete heat equation, a result to which it must be equivalent.
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iterative methods
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convergence
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heat equation
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splittings
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theta method
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tridiagonal Toeplitz matrices
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0.86515415
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0.86142457
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0.8561926
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0.85218346
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0.84801763
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0.8338902
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0.83029115
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