An Iteration Method for Common Solution of a System of Equilibrium Problems in Hilbert Spaces
Jong Kyu Kim, Nguyễn Bường · Fixed Point Theory and Applications · 2011
Abstract The strong convergence theorem is proved for finding a common solution for a system of equilibrium problems: find "Equation missing" where "Equation missing" is a closed convex subset of a Hilbert space "Equation missing" and "Equation missing" are "Equation missing" bifunctions from "Equation missing" into R given exactly or approximatively. As an application, finding a common solution for a system of variational inequality problems is given.