Graph Evolution Using Oriented Incidence Matrices

Cristian E. Onete, M. Onete
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Abstract

In this paper we introduce a general representtation of networks that can be modelled as planar graphs, by using oriented incidence matrices. The representation is used to obtain a unitary vision on weighted and non-weighted networks corresponding to circuits that have (or do not have) passive elements between connective nodes. The implications related to the general problem of Hamiltonicity is analyzed, too.
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面向关联矩阵的图演化
本文利用有向关联矩阵,介绍了可以用平面图建模的网络的一般表示。该表示用于获得与连接节点之间具有(或不具有)无源元素的电路相对应的加权和非加权网络的统一视觉。本文还分析了与一般哈密顿性问题有关的含义。
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