两个猜想等价性的一个新的证明
发布时间：2019-08-08 07:16
【摘要】：为了研究四色猜想与无桥三正则平面图的一因子分解猜想,利用任意三角剖分上一族直线段构成该剖分上S_1~0-分片代数曲线的充要条件,给出了这2个猜想等价性的1个新的证明。并在四色猜想成立的前提下给出了三角剖分的几个新的性质。
[Abstract]:In order to study a factorial decomposition conjecture of four-color conjecture and bridgless triregular planar graph, a new proof of the equivalence of these two conjectures is given by using the necessary and sufficient conditions for arbitrary triangulation of a family of straight line segments to form the S 鈮，
本文编号：2524220
[Abstract]:In order to study a factorial decomposition conjecture of four-color conjecture and bridgless triregular planar graph, a new proof of the equivalence of these two conjectures is given by using the necessary and sufficient conditions for arbitrary triangulation of a family of straight line segments to form the S 鈮，
本文编号：2524220
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