A variational-like inequality problem
J. Parida, Manas R. Sahoo, Amod Kumar · Bulletin of the Australian Mathematical Society · 1989
Given a closed and convex set K in Rn and two continuous maps F: K → Rn and η: K × K → Rn, the problem considered here is to find ε K such that . We call it a variational-like inequality problem, and develop a theory for the existence of a solution. We also show the relationship between the variational-like inequality problem and some mathematical programming problems.