Indexed by:期刊论文
Journal:大连理工大学学报
Included Journals:PKU、ISTIC、CSCD、Scopus
Volume:53
Issue:6
Page Number:924-929
ISSN No.:1000-8608
Key Words:纳什均衡问题;广义纳什均衡问题;变分不等式;半光滑牛顿法
Abstract:应用正则化Nikaido-Isoda函数,一类广义纳什均衡问题的求解被转化为一个极小极大问题的求解。利用Fischer-Burmeister函数将与极小极大问题的必要性条件等价的变分不等式的Karush-Kuhn-Tucker系统转化为一个半光滑方程组。应用牛顿法求解此方程组,并给出了半光滑牛顿法局部超线性收敛的充分条件。数值结果验证了极小极大方法对解决广义纳什均衡问题的有效性。
Date of Publication:2013-11-22
Pre One:Consistency analysis of a local Lipschitz homeomorphism of an SAA normal mapping for a parametric stochastic variational inequality
Next One:On the Second-order Directional Derivatives of Singular Values of Matrices and Symmetric Matrix-valued Functions
The Last Update Time:..
Open time:..