Turkish Journal of Mathematics
Abstract
In this work we construct a cone comprised of a group of tensors (hypermatrices) satisfying a special condition, and we study its relations to structured tensors such as M-tensors and H-tensors. We also investigate its applications to spectra of certain Z-tensors. We obtain an inequality for the spectral radius of certain tensors when the order m is odd.
DOI
10.3906/mat-1909-56
Keywords
H-tensor, M-tensor, Hadamard product, sum-of-squares tensor
First Page
1222
Last Page
1237
Recommended Citation
PAKSOY, V (2020). A special cone construction and its connections to structured tensors and their spectra. Turkish Journal of Mathematics 44 (4): 1222-1237. https://doi.org/10.3906/mat-1909-56
