吴佳
Professor Supervisor of Doctorate Candidates Supervisor of Master's Candidates
Gender:Female
Alma Mater:大连理工大学
Degree:Doctoral Degree
School/Department:数学科学学院
Discipline:Operation Research and Control Theory
Business Address:数学楼415
E-Mail:
Hits:
Date:2019-03-12
Indexed by:Journal Article
Date of Publication:2017-01-01
Journal:OPTIMIZATION
Included Journals:Scopus、SCIE
Volume:66
Issue:7
Page Number:1079-1103
ISSN:0233-1934
Key Words:Second-order cone program; local upper Lipschitz property; graphical derivative; second-order sufficient condition; strict constraint qualification
Abstract:We characterize the local upper Lipschitz property of the stationary point mapping and the Karush-Kuhn-Tucker (KKT) mapping for a nonlinear second-order cone programming problem using the graphical derivative criterion. We demonstrate that the second-order sufficient condition and the strict constraint qualification are sufficient for the local upper Lipschitz property of the stationary point mapping and are both sufficient and necessary for the local upper Lipschitz property of the KKT mapping.
