Abstract
In this paper, we study the nonoverlapping Schwarz waveform relaxation algorithm with Robin transmission conditions (TCs) and numerical recovery for non-Fickian diffusion equations with time-delay. We derive an ideal Robin parameter by technically solving a special min–max problem. We show that the free parameter in TCs has a significant effect on the convergence rate of the algorithm. Finally, we present several numerical results to confirm the effectiveness of the proposed algorithm.
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