兩個猜想等價性的一個新的證明
發(fā)布時間:2019-08-08 07:16
【摘要】:為了研究四色猜想與無橋三正則平面圖的一因子分解猜想,利用任意三角剖分上一族直線段構成該剖分上S_1~0-分片代數(shù)曲線的充要條件,給出了這2個猜想等價性的1個新的證明。并在四色猜想成立的前提下給出了三角剖分的幾個新的性質。
[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,
本文編號: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,
本文編號:2524220
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