engleski

Maximally parallel forms of mathematical models with a tridiagonal structure

Research is devoted to the development of maximum parallel forms of mathematical models with a tridiagonal structure. Parallelization of tridiagonal mathematical models by the method of straight lines and the method of sweeping allows one to create absolutely stable algorithms with the maximum parallel form and, therefore, with the minimum possible time for their implementation on parallel computing devices. It is noteworthy that, in the proposed algorithms, the input data computation errors are separated from the round-off errors inherent in PCs.

mathematical model ; tridiagonal structure ; maximum parallel forms ; data computation

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