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Application of Operator Splitting to Solve Reaction-Diffusion Equations ∗

By Tamás Ladics


Approximate solutions of systems of semilinear ordinary differential equations obtained by different splitting methods are investigated. The local error in the numerical solution of such semilinear problems is evaluated. The order of different splitting methods coupled with numerical methods of different order is calculated symbolically and on a test problem –the spatially discretized Fisher equation – numerically.

Year: 2014
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