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Formation of the multifractal hypergraph structure reflecting the self-similarity properties of the computational complexity classes

机译:多重分形超图结构的形成反映了计算复杂度类的自相似性

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In the context of classifying the graph structures from the viewpoint of their self-similarity, this paper introduces the original concepts of the fractal and multifractal hypergraphs. The key idea underlying their definitions consists in the iterative procedure of generating the hyperedges applied to the specified initiator structure. The paper discusses the main properties of such hypergraphs and presents the simplified examples of their instances. Against this background, the investigation proposes the approach for representing the self-similarity properties of the computational complexity classes in terms of the multifractal hypergraph structure.
机译:从图的自相似性角度对图结构进行分类,本文介绍了分形和多重分形超图的原始概念。它们定义背后的关键思想在于生成应用于指定启动器结构的超边缘的迭代过程。本文讨论了此类超图的主要特性,并提供了其实例的简化示例。在这种背景下,研究提出了一种利用多重分形超图结构表示计算复杂度类别的自相似性的方法。

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