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A new discretization of the Euler equation via the finite operator theory

A new discretization of the Euler equation via the finite operator theory

来源:Arxiv_logoArxiv
英文摘要

We propose a novel discretization procedure for the classical Euler equation based on the theory of Galois differential algebras and the finite operator calculus developed by G.C. Rota and collaborators. This procedure allows us to define algorithmically a new discrete model that inherits from the continuous Euler equation a class of exact solutions.

Miguel A. Rodríguez、Piergiulio Tempesta

数学物理学

Miguel A. Rodríguez,Piergiulio Tempesta.A new discretization of the Euler equation via the finite operator theory[EB/OL].(2025-07-07)[2025-07-23].https://arxiv.org/abs/2507.05040.点此复制

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