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An application for an implicit function theorem of Craven and Nashed: Continuum limits of lattice differential equations

机译:Craven and Nashed隐函数定理的一个应用:格微分方程的连续极限

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摘要

We deal with the continuum limit of lattice differential equations and show how an implicit function theorem of Craven and Nashed can be used in order to continuate solutions of the resulting partial differential equation to solutions of the original spatially discrete system.
机译:我们处理晶格微分方程的连续极限,并展示了如何使用Craven和Nashed的隐函数定理来将生成的偏微分方程的解继续到原始空间离散系统的解。

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