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Some Properties in Multidimensional Multivalued Discrete Torus

机译:多维多值离散环面的一些性质

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Current research concerns the following issues: n-dimensional discrete torus generated by cycles of even length is considered; the concept of standard arrangement in the torus is defined and some basic properties of this arrangement are investigated. The issues considered are similar to discrete isoperimetry constructions, being related to concept of neighbourhood in terms of linear arrangements of vertices. Considered are the basic properties of solving the discrete isoperimetry problem on torus.
机译:当前的研究涉及以下问题:考虑了由偶数长度的周期产生的n维离散环面;定义了圆环中标准排列的概念,并研究了这种排列的一些基本特性。所考虑的问题类似于离散等静角构造,在顶点的线性排列方面与邻域概念有关。考虑了解决圆环上离散等静角问题的基本特性。

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