Perturbed proximal point algorithms for general quasi-variational-like inclusions

By Xie Ping Ding, C. Luo. 2000

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A new class of general variational inclusions involving maximal $\eta$-monotone mappings (2003, methodology): “Furthermore, if N(x, y) = x − y for all x, y in H, and S, T , G are three single-valued mappings, then the problem (3.3) reduces to the general quasi-variationallike inclusion considered by Ding and Luo [4].”
Invex equilibrium problems (2005, methodology): “2) and its variant forms have been studied extensively by many authors in the setting of convexity using the KKM mappings and fixed-point theory, see [6–12] and the references therein.”