Graduate Mathematics Courses, Duke University

Spring 2006

(The room numbers are according to the new scheme.)

• Math 219 Introduction to Stochastic Calculus, J. Mattingly, M W F 10:20-11:10 AM, Physics 205,

• Math 225 Scientific Computing II, J. Trangenstein, Tu Th 8:30-9:45 AM, Physics 119,

• Math 228 Mathematical Fluid Dynamics, A. Oron, Tu Th 10:05-11:20 AM, Physics 119,

• Math 229 Mathematical Modeling, H. Layton, Tu Th 1:15-2:30 PM, Physics 119,

• Math 232 Partial Differential Equations I, D. Schaeffer, Tu Th 2:50-4:05 PM, Physics 205,

• Math 245 Complex Analysis, R. Bryant, M W F 3:05-3:55 PM, Physics 205,

• Math 252 Commutative Algebra, P. Aspinwall, M W F 10:20-11:10 AM, Physics 119,

• Math 261 Algebraic Topology I, E. Katz, W F 8:30-9:45 AM, Physics 205,

• Math 267 Differential Geometry, H. Bray, Tu Th 1:15-2:30 PM, Physics 227,

• Math 282 Partial Differential Equations III, T. Beale, Tu Th 2:50-4:05 PM, Physics 259,

• Math 348 Topics in Analysis: Steepest descent methods in integrable system asymptotics, S. Venekades, M W F 3:05-3:55 PM, Physics 205,

• Math 358 Topics in Algebra: Introduction to Algebraic Number Theory, C. Schoen, M W F 1:30-2:20PM, Physics 205,

• Math 369 Topics in Differential Geometry: Index Theory, M. Stern, Tu Th 10:05-11:20, Physics 205,

• Math 378^* Current Research in Algebra and Geometry, Tu Th 11:40 AM - 12:55 PM, Physics 205,

  1.	Jan 11 - Feb 10	M. Stern	Introduction to the topology of vector bundles
  2.	Feb 13 - Mar 24	J. Trangenstein	Nonlinear Programming
  3.	Mar 27 - Apr 26	X. Zhou	Riemann-Hilbert Problems

• Math 388^* Current Research in Applied Mathematics, M W F 11:55AM - 12:45 PM, Physics 119,

  1.	Jan 11 - Feb 10	M. Huber	Advanced techniques for exact sampling from high dimensional distributions
  2.	Feb 13 - Mar 24	S. Venakides	Integrable systems, inverse scattering and Riemann-Hilbert problems
  3.	Mar 27 - Apr 26	L. Saper	Intersection Homology