Abstract
We prove a generalized result on the existence of equilibria for a monotone set-valued map defined on noncompact domain and take its values in an order of topological vector space. As consequence, we give a new variational inequality.
- Title
- Noncompact Equilibrium Points for Set-Valued Maps
- Creators - without role
- Souhail Chebbi - King Saud UniversityBessem Samet - King Saud University
- Publication Details
- Abstract and applied analysis, Vol.2014, pp.1-4
- Identifiers
- 9948913008331
- Academic Unit
- King Saud University
- Language
- English
- Resource Type
- Journal article