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In Search of a Structure of Fractals by Using Membranes as Hyperedges

机译:通过使用膜作为超高凝聚来搜索分形的结构

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The internal structure of the iterations of Koch curve and Sierpiński gasket—the known fractals [4]—is described in terms of multihypergraphical membrane systems related to membrane structures [13] and whose membranes are hyperedges of multi-hypergraphs used to define gluing patterns for the components of the iterations of the considered fractals.
机译:KOCH曲线和Sierpiński垫圈的迭代的内部结构 - 以膜结构相关的多宝图膜系统描述的已知分数[4] -is [13],其膜是用于定义胶合图案的多相超微编程的超高度所考虑的分形的迭代组成部分。

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