Todd Arbogast Professor of Mathematics W.A. "Tex" Moncrief, Jr. Chair in Computational Engineering and Sciences V — Applied Mathematics University of Texas at Austin Ph.D., University of Chicago, 1987 Department of Mathematics 2515 Speedway, Stop C1200 Austin, Texas 78712-1202 Office: PMA (RLM) 11.162 Phone: (512) 471-0166 E-Mail: arbogast@math.utexas.edu Oden Institute for Computational Engineering and Sciences 201 E. 24th St., Stop C0200 Austin, TX 78712 Office: POB 5.334 Phone: (512) 475-8628 E-Mail: arbogast@oden.utexas.edu |
Todd Arbogast's areas of expertise include the numerical analysis of partial differential systems, mathematical modeling, and scientific computation. His research includes the development of a Eulerian-Lagrangian and WENO schemes for advective flow; the study of mixed methods and cell-centered finite differences for nonlinear and geometrically irregular elliptic problems; the modeling and simulation of multi-phase flow through porous media, including fractured and vuggy media, with applications to petroleum production and groundwater resources; numerical homogenization, subgrid upscaling, and domain decomposition of heterogeneous media; and simulation of the dynamics of the Earth's mantle. He is a core member of the Oden Institute for Computational Engineering and Sciences and associate director of the Center for Subsurface Modeling at The University of Texas at Austin, and an associated faculty of the Department of Statistics and Date Sciences. Curriculum Vitae Publications 2019 Finite Element Rodeo Conference Banquet in honor of Professor Mary F. Wheeler, July 28, 2019 Finite Volume Approximation, Babuška Forum, May 29, 2020 High Order Approximation of Advection-Diffusion Problems on Polygonal Meshes, SIAM Central States Section. October 6, 2024 |
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Degree Options. (For older degree catalogues: Specialization in Scientific Computation degree
requirements.) Computational Science and Engineering (CSE) Certificate Program. Undergraduate opportunity for in-depth study and research in CSE.
Careers in applied mathematics
and MAA career profiles. Software LinksDemonstration code for the paper: T. Arbogast and C. Wang, Direct Serendipity and Mixed Finite
Elements on Convex Polygons, Numerical Algorithms (2022) Parallel Subsurface Simulator Miscellaneous LinksHow to solve quadratic equations geometrically, by Andras Ringler.A Practical Introduction to Matlab (Updated for Matlab 5), by Mark S. Gockenbach (pdf version). Corrections to Numerical Analysis: An Introduction, by Walter Gautschi, Birkhauser, Boston, 1997. Disasters attributable to rounding and other errors in numerical computations, as compiled by Douglas Arnold. Software bugs, as compiled by Thomas Huckle Obfuscated C code. What does this code do? Merry Christmas! You can reach me at: arbogast@oden.utexas.edu Last updated: December 27, 2019. |