一类H-张量和非负张量谱半径的界

Bounds for Spectral Radius of a Class of H-tensors and Non-negative Tensors

给出一类拟双对角占优H-张量,利用张量对角占优性与谱包含域的对应关系和非负张量的谱性质,给出一个非负张量谱半径的上下界不等式.

A class of quasi-bidiagonally dominant H-tensors is given,and the upper and lower bound inequalities for the spectral radius of a class of non-negative tensor are given by using the correspondence between the diagonal dominance of the tensor and the spectral inclusion domain and the spectral properties of non-negative tensor.