Graduate Mathematics Courses, Duke University

Fall '03

• Math 215, MWF 1:10 - 2:00, Physics 120, Mathematical Finance, Dong

• Math 224, MWF 10:30 - 11:20, Physics 120, Scientific Computing I, Matthews

• Math 226, TH 9:10 10:25, Physics 120, Numerical Analysis of Partial Differential Equations I, Trangenstein

• Math 231, MWF 2:20 - 3:10, Physics 228E, Ordinary Differential Equations, Beale

• Math 233, MWF 11:50 - 12:40, Physics 120, Asymptotics and Perturbation Methods, Witelski

• Math 241, MWF 9:10 - 10:00, Levine A156, Real Analysis I, Huber

• Math 242, MWF 9:10 - 10:00, Physics 228E, Real Analysis II (Functional Analysis), Saper

• Math 248, TH 10:55 - 12:10, Levine A155, Topics in Analysis (Wavelets), Roudenko

• Math 250, TH 12:40 - 1:55, Physics 120, Computation in Algebra and Geometry, Morrison

• Math 251, TH 2:15 - 3:30, Physics 218, Groups, Rings, and Fields, Schoen

• Math 253/Physics 293, MWF 10:30 - 11:20, Physics 228E, Representation Theory, Aspinwall

• Math 262, TH 12:40 - 1:55, Physics 228E, Algebraic Topology II, Pardon

• Math 268, MWF 1:10 - 2:00, Physics 228E, Topics in Differential Geometry (Several Complex Variables), Stern

• Math 272, TH 10:55 - 12:10, Physics 228E, Riemann Surfaces, Hain

• Math 281, TH 12:40 - 1:55, Physics 218, Partial Differential Equations II, Venakides

• Math 283, MWF 10:30 - 11:20, Physics 218, Topics in Partial Differential Equations (Equations of Fluid Motion), Beale