Graduate Courses for 2007-2008

AUTUMN 2007

• Math 504A, Modern Algebra (5)
• Math 524A, Real Analysis (5)
• Math 534A, Complex Analysis (5)
• Math 544A, Topology and Geometry of Manifolds (Arms) (5)
• Math 554A, Linear Analysis (5)

   

• Math 507A, Algebraic Geometry,  (3)
• Math 514A, Networks and Combinatorial Optimization (3)
• Math 547A, Geometric Structures (Lee) (3)

   

• Math 581A: Inverse Problems I (Uhlmann) (3)
• Math 581B: Combinatorics I (Billey) (3)
• Math 581C: Riemann Surfaces (Graham\ ) (3)
• Math 581D: Second Year Analysis I (Marshall) (3)
• Math 581E: Quantum Groups and Noncommutative Geometry (P. Smith) (3)
• Math 581F: Introductory Number Theory I (Stein/Greenberg) (3)
• Math 581G: Steenrod operations (Palmieri) (3)
• Math 581H: Special Lagrange Equations I (Yuan) (3)

   

• Math 600, Independent Study or Research
• Math 700, Master's Thesis
• Math 800, Doctoral Dissertation

WINTER 2008

• Math 505A, Modern Algebra (5)
• Math 525A, Real Analysis (5)
• Math 535A, Complex Analysis (5)
• Math 545A, Topology and Geometry of Manifolds (Arms) (5)
• Math 555A, Linear Analysis (5)

   

• Math 508A, Algebraic Geometry,  (3)
• Math 548A, Geometric Structures (Lee) (3)

   

• Math 582A: Inverse Problems II (Uhlmann) (3)
• Math 582B: Combinatorics II (Billey) (3)
• Math 582C: Riemann Surfaces II(Graham) (3)
• Math 582D: Second Year Analysis II (Solomyak & Toro) (3)
• Math 582E: Combinatorics on Simplicial Complexes (Novik) (3)
• Math 582F: Introductory Number Theory II (Stein/Greenberg) (3)
• Math 582G: Convex Optimization: Fundamentals, Applications, and Algorithms (Burke) (3)

   

• Math 600, Independent Study or Research
• Math 700, Master's Thesis
• Math 800, Doctoral Dissertation

SPRING 2008

• Math 506A, Modern Algebra (5)
• Math 526A, Real Analysis (5)
• Math 536A, Complex Analysis (5)
• Math 546A, Topology and Geometry of Manifolds (Arms) (5)
• Math 556A, Linear Analysis (5)

   

• Math 516A, Numerical Optimization (3)
• Math 549A, Geometric Structures (Lee) (3)

   

• Math 583A: Inverse Problems III (Uhlmann) (3)
• Math 583B: Combinatorics III (Hoffman) (3)
• Math 583C: Complex Surfaces (Hacking) (3)
• Math 583D: Second Year Analysis III (Solomyak & Toro) (3)
• Math 583E: The Theory of Linear and Integer Polyhedra (Thomas) (3)
• Math 583F: Introductory Number Theory III (Arnold) (3)
• Math 583G: K-theory (Mitchell) (3)

   

• Math 600, Independent Study or Research
• Math 700, Master's Thesis
• Math 800, Doctoral Dissertation