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机构地区:[1]安徽工业大学计算机学院,安徽马鞍山243002
出 处:《计算机应用研究》2011年第9期3423-3425,共3页Application Research of Computers
基 金:国家自然科学基金资助项目(61003311);安徽省教育厅重大资助项目(ZD2008005-1)
摘 要:基于直角坐标系研究一类在一族无向双环网络G(N;±1,±s)(1<s<N)中直径、平均距离均达到最小值的双优双环网络DG(N;±1,±s)的仿真图形特征及其分布特性,计算出4≤N≤1 000中任意N存在的双优双环网络个数n;仿真出4≤N≤1 000的n-N紧优分布图并列出为紧优,但不存在双优双环网络的N值,发现n-N分布呈现平稳的波动特性,n不随着N递增。This paper studied the characteristics of MDD(minimum distance diagram) and the distribution of a kind of dual optimal bidirectional double-loop networks DG(N;±1,±s) which has both the least diameter and the least average distance in the group of G(N;±1,±s)(1sN) based on cartesian coordinates.It caculated the number of dual optimal double-loop networks DG(N;±1,±s) for any given N.The n-N dual optimal distribution char for N varied from 4 to 1 000 has been simulated and the N which has existed tight optimal double-loop networks but has not existed dual optimal double-loop networks was presented.The result of simulation indicates that the characteristic of n-N distribution is waving in a certain range.Compared with many existed documents which focused on the diameter of the double-loop networks only,combined the diameter and the average distance to study the ditribution of dual optimal bidirectional double-loop networks.
关 键 词:无向双环网络G(N ±1 ±s) 分布 直径 平均距离 双优
分 类 号:TP393[自动化与计算机技术—计算机应用技术]
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