- Research Article
- Open Access
An Iteration Method for Common Solution of a System of Equilibrium Problems in Hilbert Spaces
© Jong Kyu Kim and Nguyen Buong. 2011
- Received: 11 December 2010
- Accepted: 4 March 2011
- Published: 14 March 2011
The strong convergence theorem is proved for finding a common solution for a system of equilibrium problems: find where is a closed convex subset of a Hilbert space and are bifunctions from into R given exactly or approximatively. As an application, finding a common solution for a system of variational inequality problems is given.
- Hilbert Space
- Variational Inequality
- Differential Geometry
- Convex Subset
- Convergence Theorem
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