ON THE STABILITY OF SOLUTIONS FOR THE SEMI-AFFINE VARIATIONAL INEQUALITIES IN HILBERT SPACES

Văn Đồng Vũ
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Abstract

This paper investigates the stability of solutions for the classof semi-affine variational inequalities in real Hilbert spaceswhose feasible set does not depend on parametric. As an ap-plication, we obtain the stability of solutions for the paramet-ric quadratically constrained quadratic programming prob-lems in real Hilbert spaces.
Hilbert空间中半仿射变分不等式解的稳定性
研究了实数Hilbert空间中可行集不依赖于参数的半仿射变分不等式解的稳定性。作为一个应用,我们得到了实数Hilbert空间中参数二次约束二次规划问题解的稳定性。
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