Seminar and Special topics courses
For Fall semester 2017, the following seminar and special topics courses will be offered:
- M662: Introduction to commutative and homological algebra, Dr. Sarah Witherspoon, MWF 1:50 - 2:40.
- M662: Modular forms and L-functions, Dr. Matt Young, TR 11:10 - 12:25.
- M663: Subfactors, knots, and planar algebras, Dr. Michael Brannan, TR 11:10 - 12:25.
- M663: The structure of Hilbert modules, Dr. Ron Douglas, TR 3:55 - 5:10.
- M664: Mathematical theory of the Navier-Stokes equations, Dr. Edriss Titi, TR 9:35-10:50.
- M664: Approximation and Computation in High Dimensions, Dr. Ron Devore, TR 12:45-2:00.
- M689: Complex manifolds, Dr. Gregory Pearlstein, MWF 11:30 - 12:20.
- M689: Quantum computation and information, Dr. JM Landsberg, MWF 12:40 - 1:30.
For Spring semester 2017, the following seminar and special topics courses were offered:
- M663: Asymptotic Geometric Analysis, Dr. Grigoris Paouris, TR 2:20 - 3:35.
- M664: Periodic ordinary and partial differential equations and their applications, Dr. Peter Kuchment, TR 2:20 - 3:35.
- M664: Compressive Sensing, Dr. Simon Foucart, TR 8:00 - 9:15.
- M689: Introduction to Semi-Definite and Algebraic Optimization, Dr. Maurice Rojas, TR 9:35 - 10:50.
- M689: Random Matrices, Drs. Michael Anshelevich and Gregory Berkolaiko, TR 12:45 - 2:00.
For Fall semester 2016, the following seminar and special topics courses were offered:
- M662: Lie algebras and representation theory, Dr. Eric Rowell, TR 2:20 - 3:35.
- M663: Tensor products of C^{*} algebras and operator space theory, Dr. Gilles Pisier, TR 9:35 - 10:50.
- M663: Random geometry and percolation, Dr. Eviatar Procaccia, TR 2:20 - 3:35. Partial lecture notes
- M664: Topics in fluid mechanics, Dr. Prabir Daripa, MW 2:20 - 3:35.
- M666: K-theory and index theory, Dr. Guoliang Yu, TR 12:45 - 2:00.
- M689: Geometry and complexity theory, Dr. JM Landsberg, MWF 10:20 - 11:10.
- M689: Measurable group theory, Dr. Robin Tucker-Drob, TR 11:10 - 12:25.
- M689: Microlocal analysis, Dr. Dean Baskin, MWF 9:10 - 10:00.
For Spring semester 2016, the following seminar and special topics courses were offered:
- M662: Representations of the symmetric group and Young tableaux, Dr. Frank Sottile, TR 11:10 - 12:25.
- M663: Geometry of metric spaces, Dr. Florent Baudier, TR 3:55 - 5:10.
- M664: Compressed Sensing, Dr. Simon Foucart, TR 8:00 - 9:15.
- M664: Stabilization of parabolic equations and the Navier-Stokes system by feedback control, Dr. Andrei Fursikov, MW 11:10 - 12:25.
- M664: Nonlinear functional analysis and applications, Dr. Edriss Titi, MW 9:35 - 10:50.
- M666: Noncommutative geometry and index theory, Dr. Zhizhang Xie, TR 2:20 - 3:35.
- M689: Singular solutions to elliptic PDE and their approximation by finite element methods, Dr. Alan Demlow, TR 12:45 - 2:00.
- M689: Combinatorics of monomial ideals, Dr. Laura Matusevich, MWF 11:30 - 12:20.
For Fall semester 2015, the following seminar and special topics courses were offered:
- M662: Periods in transcendental number theory, Dr. Paula Tretkoff, TR 12:45 - 2:00.
- M663: Non-commutative geometry, Dr. Ron Douglas, TR 3:55 - 5:10.
- M664: Mathematics in medical imaging, Dr. Peter Kuchment, TR 2:20 - 3:35.
- M669: Topics in math biology, Drs. Anne Shui and Jay Walton, MWF 1:50 - 2:40.
- M689: Special topics in mathematical physics, Dr. Gordon Chen, TR 12:45 - 2:00.
- M689: Introduction to commutative and homological algebra, Dr. Sarah Witherspoon, MWF 11:30 - 12:25.
For Spring semester 2015, the following seminar and special topics courses were offered:
- M662: Groups and dynamical systems, Dr. Volodymyr Nekrashevych, MWF 10:20 - 11:10.
- M663: Nonlinear geometric functional analysis, Dr. William B. Johnson, TR 3:55 - 5:10.
- M663: K-theory for operator algebras, Dr. Guoliang Yu, TR 5:30 - 6:45.
- M664: Geometric PDE's and their approximations, Dr. Andrea Bonito, TR 11:10 - 12:25.
- M664: Mathematically rigorous approach to fully developed turbulence, Dr. Ciprian Foias, TR 6:00 - 8:00.
- M664: Mathematical theory of the Navier-Stokes equations, Dr. Edriss Titi, TR 9:35 - 10:50.
- M689: Introduction to sieve theory and bounded gaps between primes, Dr. Mattew Young, TR 11:10 - 12:25.