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M-张量的更多性质

Further properties of M-tensors
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摘要 在实际问题中,张量有着非常广泛的应用,因此张量性质的研究尤为重要.M-张量是张量的一种,对超图研究很有帮助,研究M-张量并得出一些性质,定义了超图的Laplacian张量,举例说明M-张量的性质有利于对超图的研究. Tensors have a wide range of applications in actual problems, the ties of tensors is very important. M-tensor is one of tenors and is helpful for pergraph. This paper gave further results about property of M-tensor, define of hypergraph and illustrate it that the properties of M-tensor were good for raph. study for proper- the study of hy- Laplacian tensor study of hyperg-
作者 王翔 杨瑞娟
出处 《哈尔滨商业大学学报(自然科学版)》 CAS 2015年第1期87-89,共3页 Journal of Harbin University of Commerce:Natural Sciences Edition
关键词 M-张量 谱半径 超图 M-tensor spectral radius hypergraph
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参考文献5

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