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arXiv 1506.04656math.DS
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离散对角递归与离散极小子流形

Discrete diagonal recurrences and discrete minimal submanifolds

Cristian Ghiu, Raluca Tuliga, Constantin Udriste, Ionel Tevy

摘要:

我们原来的结果是指多元递归:离散多时间对角递归,二元递归,三元递归,解决方案,针对特定情况,二阶多元递归,特征方程,和多元对角递归的上级。我们找到了解决方案,我们澄清了结构背景,并提供了简短的概念证明。原始结果包含了离散极小子流形的一个新观点。

英文摘要:

Our original results refer to multivariate recurrences: discrete multitime diagonal recurrence, bivariate recurrence, trivariate recurrence, solutions tailored to particular situations, second order multivariate recurrences, characteristic equation, and multivariate diagonal recurrences of superior order. We find the solutions, we clarify the structural background and provides short, conceptual proofs. The original results include a new point of view on discrete minimal submanifolds.

机构、总结、中文摘要均由AI分析而来,可能存在错误,请以论文正文为准。

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