Graduate Mathematics Courses, Duke University
Spring '04
- Math 216, MWF 2:20-3:10, Physics 228, Applied Stochastic
Processes, Huber
- Math 225, TH 10:55-12:10, Physics 120, Scientific Computing
II, Witelski
- Math 227, MWF 9:10-10:00, Physics 120, Numerical
Solution of Partial Differential Equations II, Trangenstein
- Math 228, TH 9:10-10:25, Physics 120, Mathematical Fluid
Dynamics, Smolka
- Math 229, MWF 1:10-2:00, Physics 120, Mathematical Modeling,
Reed
- Math 232, TH 9:10-10:00, Physics 05, Introduction to Partial
Differential Equations, Schaeffer
- Math 236, MWF 2:20-3:10, Physics 228E, General Relativity, Aspinwall
- Math 245, TH 2:15-3:30, Physics 228E, Complex Analysis, Roudenko
- Math 252, TH 9:10-10:25, Physics 05, Commutative Algebra and
Algebraic Geometry, Saper
- Math 261, TH 10:55-12:10, Physics 228E, Algebraic Topology I,
Pardon
- Math 267, TH 1:10-2:00, Physics 228E, Differential Geometry
I, Stern
- Math 273, MWF 9:10-10:00, Physics 218, Algebraic Geometry, Schoen
- Math 277, TH 9:10-10:25, Physics 218, Toric varieties in mathematics, physics, and computation, Christian Haase
- Math 282, TH 12:40-1:55, Physics 218, Elliptic Partial
Differential Equations, Zhou
- Math 283, MWF 10:30-11:20, Physics 120, Topics in Partial
Differential Equations, Venakides
- Math 287, TH 9:10-10:25, Physics 205, Probability, Mattingly
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