典型文献
Discrete Morse Theory on Join of Digraphs
文献摘要：
For given two digraphs,we can construct a larger di-graph through join.The two digraphs that make up the join are called the factors of the join.In this paper,we give a necessary and sufficient condition that the function on the join determined by the discrete Morse functions on factors is a discrete Morse function.Moreover,we further prove the discrete Morse theory on join when the factors satisfy certain conditions.
文献关键词：
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作者姓名：
WANG Chong;ZHAO Suqian;CUI Shuwen
作者机构：
Department of Mathematics and Statistics,Cangzhou Normal University,Cangzhou 061000,Hebei,China;School of Sciences,Hebei University of Science and Technology,Shijiazhuang 050018,Hebei,China;Department of Physics and Information Engineering,Cangzhou Normal University,Cangzhou 061000,Hebei,China
文献出处：
引用格式：
[1]WANG Chong;ZHAO Suqian;CUI Shuwen-.Discrete Morse Theory on Join of Digraphs)[J].武汉大学自然科学学报（英文版）,2022(04):303-312
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Discrete,Morse,Theory,Join,Digraphs,For,given,two,digraphs,we,can,construct,larger,through,join,that,make,up,are,called,factors,In,this,paper,necessary,sufficient,determined,by,discrete,functions,Moreover,further,prove,theory,when,satisfy,certain,conditions
AB值：
0.53455
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