Jan 27, 2015 · Furthermore, we prove that all positive semi-definite Cauchy tensors are completely positive tensors, which means every positive semi-definite ...

Feb 15, 2016 · In this article, we present various new results on Cauchy tensors and Hankel tensors. We first introduce the concept of generalized Cauchy ...

In this paper, we will provide further new results for Cauchy tensors and Hankel tensors which complements the existing literature. The remainder of this ...

We also establish that all the H-eigenvalues of nonnegative Cauchy tensors are nonnegative. Secondly, we present new mathematical properties of Hankel tensors.

We also establish that all the H-eigenvalues of nonnegative Cauchy tensors are nonnegative. Secondly, we present new mathematical properties of Hankel tensors.

Furthermore, it is proved that all positive semi-definite Cauchy tensors are completely positive tensors, which means every positive semi-definite Cauchy tensor ...

In this paper, we will provide further new results for Cauchy tensors and Hankel tensors which complements the existing literature. The remainder of this ...

In general, a tensor is a multilinear transformation defined over an underlying finite dimensional vector space. In this brief introduction, tensor spaces of ...

Hankel Tensor 100% · Cauchy Tensor 100% · Generalized Cauchy Tensor 44% · Even Order 33% · Positive Definiteness 22% · Vandermonde 22% · Positive Semidefinite 22%.

Jun 29, 2021 · Chen H, Li G, Qi L. Further results on Cauchy tensors and Hankel tensors. Appl Math Comput, 2016, 275: 50–62. MathSciNet MATH Google Scholar.