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	Eigenvariety of nonnegative symmetric weakly irreducible tensors associated with spectral radius and its application to hypergraphs
	Tao Huang; Yan-Hong Bao; Yi-Zheng Fan
刊名	Linear Algebra and its Applications
	2019
卷号	Vol.564页码:72-94
关键词	Tensor Spectral radius Projective variety Module Hypergraph
ISSN号	0024-3795
URL标识	查看原文
内容类型	期刊论文
URI标识	http://www.corc.org.cn/handle/1471x/2203058
专题	安徽大学
作者单位	School of Mathematical Sciences, Anhui University, Hefei 230601, PR China
推荐引用方式 GB/T 7714	Tao Huang,Yan-Hong Bao,Yi-Zheng Fan. Eigenvariety of nonnegative symmetric weakly irreducible tensors associated with spectral radius and its application to hypergraphs[J]. Linear Algebra and its Applications,2019,Vol.564:72-94.
APA	Tao Huang,Yan-Hong Bao,&Yi-Zheng Fan.(2019).Eigenvariety of nonnegative symmetric weakly irreducible tensors associated with spectral radius and its application to hypergraphs.Linear Algebra and its Applications,Vol.564,72-94.
MLA	Tao Huang,et al."Eigenvariety of nonnegative symmetric weakly irreducible tensors associated with spectral radius and its application to hypergraphs".Linear Algebra and its Applications Vol.564(2019):72-94.

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