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关于随机(m,r)—正交的(g,f)—可因子化图
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作者 李建湘 《邵阳高等专科学校学报》 2001年第1期1-4,共4页
设G是一个(mg+(m-1)r,mf-(m-1)r)-图,且g(x)≥r-1。给出了G是随机(m,r)-正交的(g,f)-可因子化图的一个充分条件。
关键词 因子分解 随机正交 可因子化 简单 支撑支图 匹配正交
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Finding a Smooth Frame Decomposition of a Graph
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作者 李德明 郝荣霞 《Chinese Quarterly Journal of Mathematics》 CSCD 2001年第3期75-79,共5页
Let G be a graph and A be a subset of the edges of G. A frame decomposition of G is a pair (G-A,A) such t ha t G-A is connected. A smooth frame decomposition of G is a frame decompo sition satisfying the two conditi... Let G be a graph and A be a subset of the edges of G. A frame decomposition of G is a pair (G-A,A) such t ha t G-A is connected. A smooth frame decomposition of G is a frame decompo sition satisfying the two conditions: (1) Every leaf of G-A has a connected cotree and (2) The set of bridges of G-B(G-A) is A, where B(G-A) is the set of bridges of G-A. An efficient algorithm on finding a smooth frame decompositi on of a graph is provided. 展开更多
关键词 smooth frame decomposition algorthm BRIDGE spanning tree
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