San Antonio, Texas

Research Area: Global Analysis AMS subejct classification: 58K15 (Topological properties of mappings )                                           57R30 (Foliations; geometric theory)                                           57R50 (Diffeomorphisms )   Publications: "Foliations and Global Inversion", Commentarii Mathematici Helvetici, 85 (2010), no. 1, 73-93.  "Incompressibility and Global Inversion", Topological Methods in Nonlinear Analysis, to appear. "A Generalization of the Fujisawa-Kuh Global Inversion Theorem", (M. Radulescu and S. Radulescu), preprint. Awards and Grants: NSF grant 0926702 (Senior Personnel), ``UBM Institutional: Integrated Research in Biomathematics at Trinity University'', 2010-2014 Norman Hackerman Advanced Research Program grant, Texas Higher Education Coordinating Board, summer 2010 - summer 2021 (pending) Other work and Presentations: Undergraduate Talk - given at Trinity University and Texas Cristian Univerisity, "How to Solve an Equation: a topological approach" Lecture at the XVI Brazilian Topology Meeting, "Foliations and Global Inversion" Research Resources at Trinity Univeristy Mathematics Department: Major's Seminar - Research talks for students (faculty are welcomed) Departmental Colloquium - Research talks for faculty (students are welcomed) TU-Math Technical Reports

Questions and comments concerning this page are to be addressed to ebalreira at trinity.edu.