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In this paper, we characterize the solutions of vector equilibrium problems as well as dual vector

A scalar equilibrium problem which involves a monotone differentiable cost bifunction is considered

For equality-constrained optimization problems with locally Lipschitzian objective functions, we

In this paper, we characterize the solutions of vector equilibrium problems as well as dual vector

problem is a convex non-smooth optimization problem. We propose to apply the exact non-smooth penalty

to these problems. We use uniformly monotone auxiliary functions for constructing regularized problems and apply

describe a class of CR methods for nonlinear variational inequality problems (NVI), which involve two

The aim of this work is to analyze lexicographic equilibrium problems on a topological Hausdorff

Страница 3 из 6215