RODRIGO LOPEZ POUSO

RODRIGO LOPEZ POUSO is a Professor at the University of Santiago de Compostela, affiliated with the Department of Statistics, Mathematical Analysis and Optimization within the Faculty of Mathematics. He holds a Doctorate from the same institution (1999), focusing on boundary problems for discontinuous ordinary differential equations under the supervision of Dr. Alberto Cabada and Dr. Eduardo Liz. His research primarily revolves around nonlinear differential equations, mathematical analysis, and their applications in dynamical systems and functional analysis.

He has authored 88 publications and 5 arXiv preprints, with notable contributions to Stieltjes differential equations, existence and uniqueness theorems for ODEs, and fixed point theory. His work often addresses discontinuous systems and the application of topological methods. Key collaborations include researchers such as Alberto Cabada, José Ángel Cid, and Ignacio Márquez Albés, with 26 co-authors total.

His research interests span ordinary and partial differential equations, operator theory, and mathematical biology. Notable results include contributions to discontinuous differential systems, generalized differential equations, and the unification of continuous and impulsive calculus through Stieltjes derivatives. His recent work (2020–2025) focuses on extremal solutions, Fourier series for nonperiodic functions, and Peano’s existence theorem revisited.