A class of bi-diagonally dominant H-tensor and its applications
Applying the structure of the tensor,a class of bi-diagonally dominant tensors is defined and proved to be H-tensors.As an application,estimation inequalities is given by this article for upper and lower bounds on the H-spectral radius of non-negative tensors,and improve the classical Perron-Frobenius theorem for upper and lower bounds on the H-spectral radius of non-negative tensors.
bi-diagonally dominant H-tensornon-negative tensorestimation of the H-spectral radius
万方数据
维普
