Asymptotic behavior of resolvents of equilibrium problems on complete geodesic spaces

In this article, we discuss equilibrium problems and their resolvents on complete geodesic spaces. In particular, we consider asymptotic behavior and continuity of resolvents with positive parameter in a complete geodesic space whose curvature is bounded above. Furthermore, we apply these results to resolvents of convex functions.

Automated summary

In this article, the equilibrium problems and their resolvents on complete geodesic spaces are discussed. The asymptotic behavior and continuity of resolvents with positive parameter in a complete geodesic space with bounded curvature are considered. Furthermore, these results are applied to resolvents of convex functions.