摘要
本文首先证明了一个奇圈同一个圈的张量乘积图能分解成两个边不重并的H——圈,接着又证明了r个奇圈和一个圈这r+1个圈张量积的H分解问题。
This paper proves that the tensor product graph of odd circle and a circle can be decomposed into two hamiltonian circle without duplex edges, and that more generally the hamiltonian decompositions 1 of tensor products of r odd circles and a circle can also be solved
出处
《山东矿业学院学报》
CAS
1989年第3期83-89,共7页
Journal of Shandong University of Science and Technology(Natural Science)
关键词
张量积
图
哈密顿圈
张量分析
tensor product
hamiltonian circle
matrix
isomorphic
