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Graduate Courses, Spring 2006

(MATH, AMSC, STAT, and MAIT)


General Interest

Algebra/Algebraic Geometry/Number Theory

  • MATH 601 Abstract Algebra II (Schafer)
  • MATH 608C Cycolotomic Fields (Washington)
  • MATH 608G Algebraic Groups (Haines)

Analysis

  • MATH 630 (Wolfe)
  • MATH 631 Real Analysis II (Johnson)
  • MATH 636 Representation Theory (Adams)

Differential Equations/Dynamical Systems

  • MATH 643 Dynamical Systems (Keane)
  • MATH 648C Calculus of Variations (Dolzmann)
  • MATH 648F Theory of Frames (Benedetto)
  • MATH 661 Complex Analysis II (Jakobson)
  • MATH/AMSC 671Ordinary Differential Equations II (Hunt)
  • MATH/AMSC 674 Partial Differential Equations (Grillakis)

Logic

  • MATH 713 Mathematical Logic II (David Kueker)

Geometry/Topology

  • MATH 734 Algebraic Topology (Cohen)
  • MATH 742 Differential Topology (Novikov)
  • MATH 745 Lie Groups (Grove)
  • MATH 748G Hyperbolic Manifolds (Goldman)

Numerical Analysis/Applied Mathematics (AMSC)

  • AMSC 661 Scientific Computing II (Elman)
  • AMSC 664 Advanced Scientific Computing II (Drake)
  • AMSC 666 Numerical Analysis I (Stewart)
  • AMSC 667 Numerical Analysis II (Nochetto)
  • AMSC 698M Market Equilibirum (Gabriel)

Probability/Statistics (STAT)

  • STAT 601 Probability Theory II (Dolgopyat)
  • STAT 650 Applied Stochastic Processes (Slud)
  • STAT 698P Topics in Stochastic Processes (Freidlin)
  • STAT 701 Mathematical Statistics II (Kagan)
  • STAT 705 Computational Statistics (Kedem)
  • STAT 730 Time Series Analysis (Kedem)
  • STAT 741 Linear Statistical Models II (Smith)

Applied Harmonic Analysis (MAIT)

  • MAIT 615 Quantum Information, Detection and Computation (Kebo)
  • MAIT 624 Modern Methods of Signal and Image Processing (Maldonado)
  • MAIT 633 Applied Fourier Analysis (Healy)