阐述了超循环论的源起、基础、数学和结构,提出了超循环论的图论及其矩阵表示,可以由连通度定义超循环,其中某些表示已经涉及到图论的推广,之后讨论了超循环论的应用及其与五行和东方经济学等的关系.
First, the origin, basis, mathematics and structure of hypercycle theory are introduced. Next, the graph theory of hypercycle theory and their matrix representations are proposed. Hypercycle can be defined by a degree of connectivity. Here some of the representations relate to the extension of graph theory. Finally,applications of hypercycle theory and its relations with the Five-Elements and the east(oriental) economics are discussed.