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论k阶最长路
引用本文:秦裕瑗. 论k阶最长路[J]. 系统工程理论与实践, 1994, 14(5): 20-26. DOI: 10.12011/1000-6788(1994)5-20
作者姓名:秦裕瑗
作者单位:武汉钢铁学院管理工程系, 430081
摘    要:论k阶最长路秦裕瑗(武汉钢铁学院管理工程系430081)OnLongestPathsofthek-thOrderQinYuyuan(WuhanIronandSteelUniversity430081)AbstractThe[1]givesanalgo...

收稿时间:1992-01-16

On Longest Paths of the k-th Order
Qin Yuyuan. On Longest Paths of the k-th Order[J]. Systems Engineering —Theory & Practice, 1994, 14(5): 20-26. DOI: 10.12011/1000-6788(1994)5-20
Authors:Qin Yuyuan
Affiliation:Wuhan Iron and Steel University 430081
Abstract:The [1] gives an algorithm with computational complexity of the second order for finding the longest path of the k-th order in networks where k is a prescribed non-negative in-teger. This article discusses fundamental properties among longest paths of the k-th order.It also constructively proves that in a complete network with n vertices, it needs only n2/ 4 mutu-ally independent paths from the initial vertex to the end vertes of the network to cover all the arcs of the networ.
Keywords:network  longest path of the k-th order  absolutely non-co-arc path.
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