List of Graduate Courses with descriptions can be found here.
More detailed NonQual Graduate Course Descriptions can be found here.
Fall 2020 Graduate Courses 
Instructor 
Meeting Time 
8000 (Algebra I) 
Rider 
TR 9:35 
8100 (Real Analysis) 
Magyar 
TR 11:10 
8190 (Algebraic Groups) 
Nakano 
MWF 1:50 
8210 (Topology of Manifolds) 
Gay 
TR 12:45 
8230 (Fourmanifolds and Kirby calculus) 
K. Larson 
MWF 10:20 
8300 (Introduction to Algebraic Geometry) 
Engel 
TR 9:35 
8320 (Agebraic Curves) 
Clark 
MWF 10:20 
8430 (Etale Fundamental Groups and Etale Cohomology) 
Litt 
TR 9:35 
8440 (Cryptography) 
Lorenzini 
TR 8:00 
8510 (Numerical Analysis II) 
MJ. Lai 
MWF 11:30 
8850 (Harmonic Analysis) 
Lyall 
MW 8:4510:00 



Fall 2020 Crosslisted Graduate/Undergraduate Courses 
Instructor 
Meeting Time 
6010 (Modern Algebra and Geometry II) 
Hendon 
TR 9:35 
6100 (Real Analysis) 
Lyall 
TR 11:10 
6150 (Complex Analysis) 
Hersonsky 
TR 11:10 
6200 (Point Set Topology 
Clark 
MWF 12:40 
6500 (Numerical Analysis I) 
Mu 
MWF 12:40 
6600 (Probability) 
Zhang 
TR 11:10 
6670 (Combinatorics) 
Iliev 
MWF 1:50 
6700 (Qualitative ODE) 
Kazanci 
TR 12:45 
6730 (Mathematics of Climate) 
Adams 
MWF 11:30 



Spring 2021 Graduate Courses 
Instructor 
Meeting Time 
8030 (Homological Algebra) 
Boe 
MWF 9:10 
8030 (Quiver Representations) 
Wilbert 
MWF 11:30 
8150 (Complex Analysis) 
S. Wang 
TR 2:20 
8200 (Algebraic Topology) 
LambertCole 
TR 12:45 
8230 (Heegaard Floer homology) 
Alishahi 
TR 11:10 
8250 (Riemannian Geometry) 
Hoisington 
MWF 10:20 
8330 (Birational geometry, Minimal model program, and Moduli) 
Alexeev 
TR 11:10 
8330 (Algebraic surfaces and 4manifolds) 
Engel 
MWF 1:50 
8400 (Algebraic Number Theory I) 
Pollack 
TR 9:35 
8430 (Class Field Theory and Galois Cohomology 
Clark 
MWF 1:50 
8550 (Numerical PDE) 
Mu 
TR 9:35 
8710 (Calculus of Variations) 
Hu 
TR 12:45 



Spring 2021 Crosslisted Graduate/Undergraduate Courses 
Instructor 
Meeting Time 
6000 (Modern Algebra and Geometry I) 
Rider 
MWF 9:10 
6010 (Modern Algebra and Geometry ll) 
Hendon 
MWF 10:20 
6250 (Differential Geometry) 
Cantarella 
TR 9:35 
6500 (Numerical Analysis I) 
Black 
MWF 11:30 
6690 (Graph Theory) 
Cantarella 
TR 2:20 
6720 (Introduction to PDE) 
Hersonsky 
TR 9:35 