利用目标函数的区间斜量,以Miranda定理为理论依据,将Moore—Kioustelidis定理推广到不可微情况,提出了一类线性互补问题解存在性判断的区间方法,给出了具体实例,表明这种判断方法是有效的.
Using Interval slope of objective function and the Miranda theorem, an interval method test for linear complementarity problems is proposed. In this paper,Moore-Kioustelidis theo- rem is generalized for both differential and non-differential functions.Examples are presented and show the efficiency of the method.