A polyhedral discrete de Rham numerical scheme for the Yang–Mills equations

Overview of attention for article published in Journal of Computational Physics, April 2023

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https://t.co/iYiC10NX2I A polyhedral discrete de Rham numerical scheme for the Yang-Mills equations Jérôme Droniou, Todd A. Oliynyk, Jia Jia Qian

need for replicating the crucial Ad-invariance property of the $L^2$-product. We then prove some energy estimates, and provide results of 3D numerical simulations based on this scheme. [4/4 of https://t.co/npe5bVn2ha]

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