Graduate Courses, Fall 2003

(MATH, AMSC, and STAT)

General Interest

• MATH/AMSC/STAT 687 Minicourses in the Mathematical Sciences (Rebecca Herb and Ricardo Nochetto)
• MATH 689 Research Interactions in Mathematics or Statistics (various sections)
• AMSC 689 Research Interactions in Applied Mathematics (various sections)
• MATH 695 Teaching Seminar (Frances Gulick). This course is for new TAs only.

Algebra/Algebraic Geometry/Number Theory

• MATH 600 Abstract Algebra I (Larry Washington)
• MATH 603 Commutative Algebra (Tom Haines)
• MATH 620 Algebraic Number Theory I (Niranjan Ramachandran)

Analysis

• MATH 630 Real Analysis I (Bob Warner)
• MATH 634 Harmonic Analysis (John Benedetto)
• MATH 660 Complex Analysis I (Carlos Berenstein)

Differential Equations/Dynamical Systems

• MATH/AMSC 670 Ordinary Differential Equations I (Stuart Antman)
• MATH/AMSC 673 Partial Differential Equations I (Ricardo Nochetto)
• MATH 642 Dynamical Systems I (Dan Rudolph)
• MATH 648D Introduction to One-Dimensional Dynamical Systems (Michael Jakobson)

Logic

• MATH 712 Mathematical Logic I (David Kueker)
• MATH 718G Model Theory of Fields (Chris Laskowski)

Geometry/Topology

• MATH 730 Fundamental Concepts of Topology (Joel Cohen)
• MATH 742 Differential Topology (Henry King)
• MATH 744 Lie Groups I (Jim Schafer)
• MATH 748K Knots and Braids: The Modern Approach (Sergei Novikov)

Numerical Analysis/Applied Mathematics

• AMSC 607 Advanced Numerical Optimization (Dianne O'Leary)
• AMSC 660 Scientific Computing I
  • Section 0101 (Dianne O'Leary)
  • Section 0201 (Pete Stewart)
• AMSC 662 Computer Organization and Programming for Scientific Computing (Jian-guo Liu)
• AMSC 663 Advanced Scientific Computing I (Harland Glaz)
• AMSC 666 Numerical Analysis I (Eitan Tadmor)
• AMSC 698I Numerical Methods in Mathematical Finance (Tobias von Petersdorff)
• AMSC 698M Market, Spatial and Traffic Equilibrium Models in Project Management (Steve Gabriel)
• AMSC 698R Fast Multipole Methods-Fundamentals and Applications (N. Gumerov)
• AMSC 698V Mathematical and Computational Problems in Materials Science (Bo Li)

Probability/Statistics

• STAT 600 Probability Theory I (Mark Freidlin)
• STAT 700 Mathematical Statistics I (Abram Kagan)
• STAT 798S Survival Analysis (Eric Slud)