List of Graduate Courses with descriptions can be found here. More detailed Non-Qual Graduate Course Descriptions can be found here. Fall 2023 Graduate Courses Instructor Meeting Time 8000 (Algebra I) Chastkofsky MWF 9:10 8005 (Problems in Algebra) Chastkofsky TBA 8020 (Commutative Algebra) Alexeev TR 12:45 8100 (Real Analysis) Wang TR 9:35 8105 (Problems in Real Analysis) Wang TBA 8110 (Real Analysis II) Lyall TR 9:35 8190 (Lie Groups) Nakano MWF 10:20 8210 (Top of Manifolds) Alishahi MWF 11:30 8230 (Morse Theory) Gay TR 2:20 8330 (Moduli Spaces) Arguz MWF 1:50 8430 (Arithmetic Geometry) Lorenzini TR 11:10 8440 (Additive Combinatorics II) Pollack MWF 3:00 8500 (Advanced Numerical Analysis I) Shu TR 2:20 Fall 2023 Cross-listed Graduate/Undergraduate Courses Instructor Meeting Time 6000 (Algebra I) Chastkofsky MWF 11:30 6100 (Real Analysis) Clark TR 11:10 6150 (Complex Analysis) Graham TR 9:35 6200 (Point Set Topology) Kose MWF 1:50 6450 (Comp Number Thy) Keliher TR 2:20 6500 (Numerical Analysis I) Lai MWF 11:30 6600 (Probability) Black MWF 10:20 6670 (Combinatorics) Just MWF 3:00 6700 (Qualitative ODE) Fu TR 12:45 6850 (History of Math) Dillies MWF 12:40 Spring 2024 Graduate Courses Instructor Meeting Times 8150 (Complex Variables I) Magyar TR 12:45 8155 (Problems in Complex) Magyar TBA 8200 (Algebraic Topology) Matic MWF 11:30 8205 (Problems in Topology) Matic TBA 8030 (Topics in Algebra) Rider MWF 10:20 8230 (Topics in Topology and Geometry(h-principles)) Fernandez Fuentes TR 9:35 8230 (Topics in Topology and Geometry (Symplectic Geometry)) Usher MWF 9:10 8310 (Geometry of Schemes) Lorenzini TR 11:10 8330 (Topics in Algebraic Geometry (Enumerative Geometry) Bousseau MWF 1:50 8440 (Topics in Combinatorial/Analytic Number Theory (Circle Methods)) Magyar TR 9:35 8550 (Topics in Numerical Analysis (Finite Element Methods)) Mu MWF 11:30 8710 (Variational Methods/Perturbation Theory) Hu TR 11:10 Spring 2024 Cross-listed Graduate/Undergraduate Courses Instructor Meeting Time 6000 (Algebra I) Pollack MWF 11:30 6010 (Algebra II) Chastkofsky MWF 11:30 6250 (Differential Geometry) Cantarella TR 11:10 6400 (Number Theory) Clark MWF 12:40 6500 (Numerical Analysis I) Lee MWF 1:50 6510 (Numerical Analysis II) Lai MWF 1:50 6600 (Probability) Tie MWF 10:20 6690 (Graph Theory) Petridis TR 11:10 6720 (Partial Differential Equations) Black TR 9:35 6740 (Optimization and Data Analysis) Hersonsky TR 2:20 6780 (Mathematical Biology) Kazanci MWF 12:40 6790 (Mathematics of Options Pricing) Zhang TR 12:45 Fall 2024 Graduate Courses Instructor Meeting Time 8000 Algebra Nakano MWF 10:20 8100 Real Analysis Wang TR 12:45 8300 Introduction to Algebraic Geometry Arguz MWF 9:10 8130 Topics in analysis Szarek TR 9:35 8770 Partial Differential Equations Tie TR 11:10 8250 Differential Geometry I Lambert-Cole MWF 11:30 8400 Number Theory I Clark TR 11:10 8230 Topics in Topology (Vector Bundles and Characteristic Classes) Gay TR 9:35 8440 Topics in Number Theory (Arithmetic Statistics) Jiuya Wang TR 2:20
