[PDF][PDF] On nonnegative solution of multi-linear system with strong Mz-tensors

C Mo, Y Wei - global-sci.com
A class of structured multi-linear system defined by strong Mz-tensors is considered. We
prove that the multi-linear system with strong Mz-tensors always has a nonnegative solution …

On Nonnegative Solution of Multi-Linear System with Strong Mz-Tensors.

C Mo, Y Wei - Numerical Mathematics: Theory, Methods & …, 2021 - search.ebscohost.com
Abstract. A class of structured multi-linear system defined by strong M< sub> z-tensors is
considered. We prove that the multi-linear system with strong Mz-tensors always has a …

On Nonnegative Solution of Multi-Linear System with Strong Mz-Tensors

C Mo, Y Wei - doc.global-sci.org
A class of structured multi-linear system defined by strong Mz-tensors is considered. We
prove that the multi-linear system with strong Mz-tensors always has a nonnegative solution …

[引用][C] On Nonnegative Solution of Multi-Linear System with Strong -Tensors

C Mo, Y Wei - Numerical Mathematics: Theory, Methods and …, 2021 - cir.nii.ac.jp
On Nonnegative Solution of Multi-Linear System with Strong $\mathcal{M}_z$-Tensors | CiNii
Research CiNii 国立情報学研究所 学術情報ナビゲータ[サイニィ] 詳細へ移動 検索フォームへ移動 …

[引用][C] On Nonnegative Solution of Multi-Linear System with Strong Mz-Tensors

C Mo, Y Wei