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@@ -8667,6 +8667,15 @@ @unpublished{GaraiEtAl2026b
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year = {2026},
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}
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@unpublished{GaraiEtAl2026c,
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abstract = {This paper presents a development of a nonlinear extension of the Parareal-Incomplete Optimized Schwarz Waveform Relaxation (OSWR) method, aimed at efficiently simulating coupled reaction-diffusion systems, with particular attention to those encountered in cardiac electrophysiology. The strategy leverages the synergy of spatial and temporal decomposition to tackle the computational challenges of large-scale, nonlinear simulations. The proposed approach is accompanied by a comprehensive convergence analysis. Extensive numerical experiments confirm the convergence of the nonlinear Parareal-Incomplete OSWR method. The results showcase its robust convergence behavior across various space-time subdomains, underscoring the method's reliability and effectiveness, especially in complex simulations involving multiple subdomains.},
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author = {Gobinda Garai and Nagaiah Chamakuri},
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howpublished = {arXiv:2607.02780v1 [math.NA]},
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title = {Nonlinear Parareal-Incomplete OSWR Method for the Coupled Reaction-Diffusion System: Convergence Analysis and Computational Strategies},
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url = {https://arxiv.org/abs/2607.02780v1},
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year = {2026},
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}
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@article{GengEtAl2026,
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author = {Geng, Yuwei and Yin, Junqi and Cyr, Eric C. and Zhang, Guannan and Ju, Lili},
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doi = {10.1007/s10915-026-03337-1},

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