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Oscar Gonzalez is a professor in the Department of Mathematics at The University of Texas at Austin. He earned his Ph.D. in Applied Mechanics from Stanford University in 1996. His research interests encompass computational applied mathematics, focusing on modeling, numerical analysis, differential equations, integral equations, and the geometry of curves and surfaces. Major projects involve developing Nystrom-type numerical methods for boundary integral equations, investigating hydrodynamic transport and diffusion of rigid and flexible particles, creating sequence-dependent models for DNA structure prediction, studying global curvature for optimal packing of curves with finite thickness, and designing structure-preserving numerical methods in classical continuum mechanics. Throughout his career, Gonzalez has received multiple National Science Foundation grants and the College of Natural Sciences Teaching Excellence Award in 2003. He has co-authored significant works including 'A Course in Continuum Mechanics' and 'Topics in Applied Mathematics Modeling: Concise Theory and Case Studies.' His extensive publication record highlights various contributions to the field, emphasizing his expertise and continued engagement in research.
The University of Texas at Austin • Austin, TX
Teaching and conducting research in the Department of Mathematics.
General requirements for the Graduate School at UT Austin apply to all programs unless otherwise specified.