例外簇 meaning in Chinese
exceptional variety
Examples
- The mappings without exceptional family with respect to a cone
不具有关于锥的例外簇的映射 - In this paper , we introduce a new concept of @ - exceptional family for variational inequality with general nonempty closed convex sets
在这篇文章中，一方面，我们利用例外簇来考察变分不等式解的存在性。 - In the second chapter , we study the existence of generalized complementarity problem by introducing exceptional family , which is a topological method in nature
在第二部分中，我们引入例外簇的概念来研究广义补问题解的存在性，这种例外簇方法本质上仍是一种拓扑度方法。 - We apply this concept to deal with the existence problems of the solution . moreover , we discussed the feasibility of nonlinear complementarity problem by another exceptional family . on the other hand , we make use of gap - function to study the error bound for epvi
文中给出了-例外簇的概念，并据之给出了变分不等式解的存在性定理和无例外簇的条件；而且利用另一例外簇讨论了非线性互补问题的可行性。 - As a new way to study complementarity problems , we mainly prove the existed results by using the concept of exceptional family as well as some new results , in the first section of this chapter , we draw the conclusion that generalized complementarity problems either are solvable or have an exceptional family of / , and obtain the results that generalized complementarity problems have solutions
因而，作为一种研究补问题的新方法，我们着重利用例外簇方法来证明一些已有的存在性结果，同时也得到了一些新的存在性结果。在本章第一节里，我们得到了要么广义补问题有解，要么存在关于f的一簇例外簇以及广义补问题有解性的一些结果。