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- Title
A new C-function for symmetric cone complementarity problems.
- Authors
Jia Tang; Sanyang Liu; Changfeng Ma
- Abstract
Recently, there has been much interest in studying optimization problems over symmetric cones and second-order cone. This paper uses Euclidean Jordan algebras as a basic tool to introduce a new C-function to symmetric cone complementarity problems. Then we show that the function is coercive, strongly semismooth and its Jacobian is also strongly semismooth.
- Subjects
LINEAR complementarity problem; JORDAN algebras; C-functions; MATHEMATICAL optimization; EUCLIDEAN algorithm
- Publication
Journal of Global Optimization, 2011, Vol 51, Issue 1, p105
- ISSN
0925-5001
- Publication type
Article
- DOI
10.1007/s10898-010-9622-9