Parallel cyclic odd-even reduction algorithms for solving Toeplitz tridiagonal equations on MIMD computers (Q1801375)
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scientific article; zbMATH DE number 202446
| Language | Label | Description | Also known as |
|---|---|---|---|
| English | Parallel cyclic odd-even reduction algorithms for solving Toeplitz tridiagonal equations on MIMD computers |
scientific article; zbMATH DE number 202446 |
Statements
Parallel cyclic odd-even reduction algorithms for solving Toeplitz tridiagonal equations on MIMD computers (English)
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10 March 1994
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A performance exposure and exploitation of an MIMD computer complex is carried out. The computational complexity of the cyclic odd-even reduction method is studied. For the cyclic odd-even reduction technique the symmetric constant- diagonal periodic case is chosen as the experimental vehicle, since it is more complicated and its concept indirectly includes that of the corresponding non-periodic case.
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tridiagonal linear system
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performance
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MIMD computer
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computational complexity
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cyclic odd-even reduction method
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