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About

Songpon Sriwongsa is a mathematician whose research focuses on nonlinear analysis and optimization in the geometry of metric spaces, particularly Hadamard and CAT(0) spaces. His work bridges fixed point theory, monotone operator theory, and convex optimization. Sriwongsa has made significant contributions by developing novel proximal point algorithms and viscosity-type schemes to solve complex inclusion and minimization problems. His most cited paper, "Convergence theorems for fixed points in CAT_p(0) spaces" (2022, 11 citations), established foundational convergence results in these non-linear settings. He further advanced the field with "One step proximal point schemes for monotone vector field inclusion problems" (2022, 8 citations), introducing efficient one-step methods for countable collections of monotone vector fields. His 2023 work on Mann-type and viscosity-type proximal point algorithms (6 citations) provides strong convergence theorems for solving simultaneous inclusion, minimization, and fixed point problems. With a growing citation record and a clear trajectory toward practical optimization applications, Sriwongsa is establishing himself as a rising voice in computational and geometric analysis.