AUTUMN 2004

• Math 504A, Modern Algebra (P. Smith) (5)
• Math 514A, Networks and Combinatorial Optimization (Rockfellar) (3)
• Math 521A, Advanced Probability (Burdzy) (3)
• Math 524A, Real Analysis (Osborne) (5)
• Math 534A, Complex Analysis (Folland) (5)
• Math 544A, Topology and Geometry of Manifolds (Babson) (5)
• Math 554A, Linear Analysis (Burke) (5)
• Math 557A, Introduction to Partial Differential Equations (Uhlmann) (3)
• Math 564A, Algebraic Topology (Mitchell) (3)
• Math 581BA: Dynamical Systems (Solomyak) (3)
• Math 581CA: Harmonic Measure (Marshall) (3)
• Math 581DA: Symplectic Topology (Babson) (3)
• Math 581EA: Birational Geometry of Algebraic Varieties (Kovács) (3)
• Math 581FA: Conformal Geometry (Graham) (3)
• Math 581FB: Cohen-Macaulay modules over Cohen-Macaulay rings (P. Smith) (3)

WINTER 2005

• Math 505A, Modern Algebra (P. Smith) (5)
• Math 515A, Fundamentals of Optimization (Rockafellar) (3)
• Math 522A, Advanced Probability (Burdzy) (3)
• Math 525A, Real Analysis (Osborne) (5)
• Math 535A, Complex Analysis (Folland) (5)
• Math 545A, Topology and Geometry of Manifolds (Arms) (5)
• Math 555A, Linear Analysis (Greenbaum) (5)
• Math 558A, Introduction to Partial Differential Equations (Uhlmann) (3)
• Math 565A, Algebraic Topology (Mitchell) (3)
• Math 582G, Homological Algebra (Zhang) (3)
• Math 582B, Root Systems and Coxeter Groups (Billey and McGovern) (3)
• Math 582C, Algebraic Surfaces (Vologodsky) (3)
• Math 582A, Harmonic Measure (Marshall) (3)
• Math 582D, Conformal Geometry (Graham) (3)
• Math 582E, Hodge Theory (Doran) (3)
• Math 582F, Nonnormal Matrices and Linear Operators (Greenbaum) (3)

SPRING 2005

• Math 506A, Modern Algebra (P. Smith) (5)
• Math 516A, Numerical Optimization (Burke) (3)
• Math 523A, Advanced Probability (Burdzy) (3)
• Math 526A, Real Analysis (Osborne) (5)
• Math 536A, Complex Analysis (Marshall (5)
• Math 546A, Topology and Geometry of Manifolds (Arms) (5)
• Math 556A, Linear Analysis (Greenbaum) (5)
• Math 559A, Introduction to Partial Differential Equations (Uhlmann) (3)
• Math 566A, Algebraic Topology (Mitchell) (3)
• Math 583A, Root Systems and Coxeter Groups (Billey and McGovern) (3)
• Math 583C, Toric Varieties (Vologodsky) (3)
• Math 583B, Research in Geometric Analysis (Lee) (3)
• Math 583D, Hodge Theory (Doran) (3)
• Math 583E, Polyhedra (Grünbaum) (3)
• Math 583F, Total Positivity (Billey and Morrow) (3)
• Math 583G, Advanced methods in discrete mathematics (Lovász and Szegedy) (3)