An embedded method for integrating systems of structurally separated ordinary differential equations |
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| Authors: | A. S. Eremin I. V. Olemskoy |
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| Affiliation: | 1.Faculty of Applied Mathematics and Control Processes,St. Petersburg State University,St. Petersburg,Russia |
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| Abstract: | An explicit embedded method of the Dormand-Prince type designed for integrating systems of ordinary differential equations of special form is examined. A family of economical fifth-order numerical schemes for integrating systems of structurally separated ordinary differential equations is constructed. |
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