معرفی
Dan-Andrei Geba is a Professor in the Department of Mathematics at the University of Rochester, part of the School of Arts & Sciences. His research focuses on nonlinear partial differential equations, with particular emphasis on wave maps, Skyrme models, and dispersive equations. He co-authored the book An Introduction to the Theory of Wave Maps and Related Geometric Problems (2016) and has contributed to foundational studies in harmonic analysis and applied mathematics.
Prof. Geba has been actively involved in academic outreach, including organizing the University of Rochester Math Olympiad since 2007 and leading initiatives like the Mathcounts Club and Rochester Area Math Circle. His teaching spans advanced undergraduate and graduate courses in complex analysis, differential equations, and real/functional analysis. He emphasizes proof-based learning and independent problem-solving skills in his classes.
His research interests include nonlinear wave equations, geometric PDEs, and applications to mathematical physics. Recent work explores global regularity, stability, and scattering properties in models like the Faddeev and Skyrme systems. He also investigates bilinear estimates and dispersive properties of equations like the Kawahara and Boussinesq models.
