Parallel asynchronous Schwarz and multisplitting methods for a nonlinear diffusion problem (Q1410496)
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scientific article; zbMATH DE number 1992803
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Parallel asynchronous Schwarz and multisplitting methods for a nonlinear diffusion problem |
scientific article; zbMATH DE number 1992803 |
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Parallel asynchronous Schwarz and multisplitting methods for a nonlinear diffusion problem (English)
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14 October 2003
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The paper deals with parallel asynchronous subdomain algorithms with flexible communications for the numerical solution of nonlinear diffusion problems. The discrete maximum principle is considered and the Schwarz alterning method and multiplitting methods are studied. A conection is made with M-functions for a classical nonlinear diffusion problem. Computational experiments carried out on a shared memory multiprocessor are presented and analyzed.
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iterative algorithms
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asynchronous iterations
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Schwarz alterning method
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multisplitting method
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subdomain methods
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boundary value problem
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nonlinear diffusion problems
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0.93174255
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0.93125963
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0.92755944
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0.9182621
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0.9163129
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0.9143586
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