论文标题
在$ω$ - 唯一性的某些属性上，张量互补性问题
On some properties of $ω$-uniqueness in tensor complementarity problem
论文作者
论文摘要
在本文中，我们在张量互补问题的背景下介绍了足够的张量，并考虑一些重要的属性。张量互补性问题是一类非线性的互补问题，涉及功能由张量定义。我们建立了列的继承属性和无量张量的不变属性。我们表明，在某些假设下，TCP $（Q，\ Mathcal {a}）$具有$ω$ - 唯一解决方案。
In this article we introduce column adequate tensor in the context of tensor complementarity problem and consider some important properties. The tensor complementarity problem is a class of nonlinear complematarity problems with the involved function being defined by a tensor. We establish the inheritance property and invariant property of column adequate tensors. We show that TCP$(q,\mathcal{A})$ has $ω$-unique solution under some assumptions.
