G.C. Evans Instructor. Ph.D. (2017) Bilkent University, Turkey. Orthogonal polynomials, potential theory, fractal geometry, complex dynamics. gokalp.alpan
Professor. B.S. (1972) Moscow University (U.S.S.R); M.A. (1974) Hebrew Univ. of Jerusalem (Israel); Ph.D. (1981) The Weizmann Institute of Science (Israel). Hardy fields, ergodic theory. michael, x5442
Assistant Professor. B.S. (2009) University of Toronto. Ph.D (2014) University of Toronto. Metric geometry, and geometric analysis. gregory.chambers, x4053.
Robert L. Moody, Sr. Professor. Dipl.-Math.(1995), Johann Wolfgang Goethe-Universität, Ph.D. (1998) Johann Wolfgang Goethe-Universität. Analysis, mathematical physics, spectral theory. damanik, x3273.
RTG Lovett Instructor. Ph.D. (2019) University of Oregon. algebraic geometry, arithmetic geometry. Sarah.Frei
Associate Professor. Ph.D. (1984) State Univ. of New York - Stony Brook. Differential Geometry. gao
W. L. Moody Professor. B.S.(1967) Massachusetts Institute of Technology; Ph.D. (1971) Brown University. Geometric measure theory, partial differential equations, continuum mechanics. hardt, x3280.
Professor. B.S. (1997) California Polytechnic State University, San Luis Obispo, Ph.D. (2002) Rice University. Low-dimensional topology and geometry, group theory, non-commutative algebra. shelly
Noah Harding Professor of Mathematics. B.A. (1958) Rice Institute, Ph.D. (1961) Rice University. Partial differential equations, real analysis. fjones, x5266.
G.C. Evans Instructor. Ph.D. (2017) University of Oxford. Analysis and PDE, differential geometry, fluid mechanics. siran.li.
Associate Professor. B.S. Mathematics (2006) University of Belgrade, Serbia, Ph.D. (2011) California Institute of Technology. Schröedinger operators and nonlinear integrable partial differential equations. milivoje.lukic
G.C. Evans Instructor. Ph.D. (2018) University of Texas. Low-dimensional topology. allison.miller
Assistant Professor. B. S. (2007) University of Illinois at Urbana-Champaign, Ph.D. (2013) University of Wisconsin - Madison. Symplectic and contact topology. jo.nelson, x5209.
Assistant Teaching Professor. Ph.D. (2010) University of Texas at Austin. Free boundary problems, Partial differential equations. betul.orcan
Edgar Odell Lovett Professor of Mathematics and Department Chair. B.S. (1984) University of Aberdeen. Ph.D. (1988) University of Aberdeen. Hyperbolic manifolds, discrete groups, low dimensional topology with a particular interest in connections to number theory and moduli spaces. alan.reid
Noah Harding Professor of Mathematics. B.S (1980) Armstrong State College, Ph.D. (1983) Washington Univ. Harmonic analysis, complex variables, partial differential equations, differential geometry. semmes, x3271.
G.C. Evans Instructor. Ph.D. (2017) University of Missouri. Mathematical physics, partial differential equations, spectral theory, infinite dimensional dynamical systems. selim.sukhtaiev
Lovett Instructor. Ph.D. (2018) University of Luxembourg. Geometric Analysis. at52
Professor. B.A. (2003) Harvard University, Ph.D. (2009) University of California, Berkeley. Algebraic geometry, higher-dimensional arithmetic algebraic geometry, Brauer-Manin obstructions. av15
Associate Teaching Professor. Ph.D. (2006) University of Chicago. Geometry and math education. sswang, x3467.
RTG Lovett Instructor. Ph.D. (2019) University of Calirfornia, Berkeley. symplectic and contact geometry, dynamics, Floer homology. mw79
Professor. B.S. (1981) Yale University, M.S. (1983), Ph.D. (1986), Stanford University. Teichmüller theory, minimal surfaces, harmonic maps. mwolf, x6293.
G.C. Evans Instructor. Ph.D. (2018) Temple University. Low-Dimensional Topology. ww34
Maarten de Hoop
Simons Chair and Professor of Computational and Applied Mathematics and Earth Science, B.S.(1981), Utrecht University, the Netherlands, Ph.D. (1992) Delft University of Technology, the Netherlands. mdehoop, x5723.
Adjunct Professor. BA (1963) University of Texas, Austin. PhD (1970) Rice University. Harmonic Analysis. rlj2
Professor Emeritus of Mathematics. B.A. (1981), M.A. (1981) Univ. of Pennsylvania. Ph.D. (1985) Harvard University. Relationships between topology and analysis, with an emphasis on ideas from mathematical physics.
F. Reese Harvey
Professor Emeritus of Mathematics. B.S., M.A. (1963) Carnegie Mellon University, Ph.D. (1966) Stanford. Several complex variables, partial differential equations, differential geometry. harvey
Professor Emeritus of Mathematics. B. S. (1957) University of Utah, M.S. (1959), Ph.D. (1962) University of Wisconsin. Topology of manifolds and associated algebraic problems, primarily in group theory. hempel
John C. Polking
Professor Emeritus of Mathematics. B.S. (1958) Notre Dame, MS. (1961), Ph.D. (1966) Univ. Chicago. Partial differential equations, several complex variables. polking