Graduate Courses 2026-2027

List of Graduate Courses with descriptions can be found here.

More detailed Non-Qual Graduate Course Descriptions can be found here.

Fall 2026 Graduate Courses Instructor  Meeting Time
8000 Algebra Sid Mathur TR 9:55 to11:15 am
8030 Representation Theory and Combinatorics Nate Harman TR 1:15 to 2:35pm
8100 Real Analysis  Szarek Tomasz TR 8:15 to 9:35am
8230 Diffeomorphisms and Cerf Theory  David Gay TR 9:55 to 11:15am
8230 Differential Geometry I  Jason Cantarella TR 11:35 to 12:55pm
8300 Introduction to Algebraic Geometry  Jimmy Dillies MWF 8:40 to 9:35am
8330 Moduli Spaces and Deformations  Valery Alexeev TR 9:55 to 11:15am
8440 Analytic Number Theory I  Paul Pollack MWF 1:15 to 2:10pm
8500 Numerical Analysis Joao Pereira MWF 2:55 to 3:50pm
8710 Variational Methods and Perturbation Theory  Weiwei Hu TR 9:55 to 11:15am
8770 Partial Differential Equations  Jingzhi Tie TR 1:15 to 2:35pm
     
Spring 2027 Graduate Courses    
8010 Representations of Finite Groups  Sam Miller  
8030 Homological Algebra  Dino Lorenzini  
8080 Lie Algebras  William Graham  
8150 Complex Analysis  Sa'ar Hersonsky  
8170 Functional Analysis  Zhenhua Wang  
8200 Algebraic Topology  Akram Alishahi  
8230 Bogomolov-Miyaoka-Yau inequality  Peter Lambert-Cole   
8310 Geometry of Schemes  Dino Lorenzini  
8430 Topics in Number Theory  Jiuya Wang  
8440 Additive Combinatorics I Giorgis Petridis  
8510 Advanced Numerical Analysis: Finite Element Methods and Finite Difference Methods  Lin Mu and Ruiwen Shu