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《Journal of Hainan Normal University(Natural Science)》 2017-04
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Tensor Product Graphs of Interchange Graphs

Jin Jingjing;Department of Public Teaching,Fujian Chuanzheng Communications College;  
In this paper,we define tensor product graphs. In order to study the intrinsic structural characteristics,we give the sufficient and necessary condition for the number of the tensor product graphs being not equal to 0. Moreover,we prove that the product of the vertex number of the two interchange graphs is equal to the vertex number of their tensor product graph,the larger edge number of the two interchange graphs is equal to the edge number of their tensor product graph,and the larger diameter of the two interchange graphs is equal to the diameter of their tensor product graph.
【Fund】: 福建省中青年教师教育科研资助项目A类(JA13379)
【CateGory Index】: O157.5;O183.2
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