Courses

Fall, 2024

• Math 557 Topics in Vertex Operator Algebra Theory.

Spring, 2024

• Math 421 Advanced Calculus for Engineering.
• Math 557 Topics in Vertex Operator Algebra Theory.

Fall, 2023

• Math 350 Linear Algebra.

Spring, 2023

• Math 421 Advanced Calculus for Engineering.
• Math 557 Topics in Vertex Operator Algebra Theory.

Fall, 2022

• Math 350 Linear Algebra.

Spring, 2022

• Math 423 Elementary Partial Differential Equations.
• Math 557 Topics in Vertex Operator Algebra Theory.

Spring, 2021

• Math 421 Advanced Calculus for Engineering.

Fall, 2020

• Math 421 Advanced Calculus for Engineering.

Spring, 2020

• Math 555 Vertex algebras and quantum vertex algebras.

Fall, 2019

• Math 350H Linear Algebra Honors Section

Spring, 2019

• Math 555 Orbifold conformal field theory.

Spring, 2017

• Math 555 Modular tensor categories for affine Lie algebras.

• Math 135 Calculus I.

Fall, 2016

• Math 550 Linear Algebra and Applications.

• Math 135 Calculus I.

Spring, 2016

• Math 555 Two-dimensional conformal field theory.

• Math 135 Calculus I.

Fall, 2015

• Math 135 Calculus I.

Spring, 2015

• Math 421 Advanced Calculus for Engineering.

• Math 554 Cohomology and deformations.

Spring, 2014

• Math 350 Linear Algebra.

Fall, 2013

• Math 421 Advanced Calculus for Engineering.

• Math 554 Complex analysis method in conformal field theory.

Spring, 2013

• Math 421 Advanced Calculus for Engineering.

• Math 555 Nonlinear sigma-models and Riemannian geometry

Fall, 2012

• Math 350 Linear Algebra.

Spring, 2012

• Math 651 Category theory: Tensor categories in representation theory.

Fall, 2011

• Math 250 Introduction to Linear Algebra.

• Math 421 Advanced Calculus for Engineering.

Fall, 2010

• Math 421 Advanced Calculus for Engineering.

Spring, 2010

• Math 421 Advanced Calculus for Engineering.

• Math 554 Selected Topics in Algebra.

Fall, 2009

• Math 250 Introduction to Linear Algebra.

• Math 350 Linear Algebra.

Spring, 2009

• Math 554 Selected Topics in Algebra: Representation theory of vertex operator algebra.

Fall, 2008

• Math 350 Linear Algebra.

• Math 421 Advanced Calculus for Engineering.

Spring, 2008

• Math 555 Topics in Algebra: Geometric Langlands correspondence and conformal field theory.

Srping, 2007

• Math 350 Linear Algebra.

Fall, 2006

• Math 555 Topics in Algebra: Infinite-dimensional Lie Algebras and and vertex operator algebras.

• Math 423 Elementary Partial Differential Equations.

Spring, 2006

• Math 555 Topics in Algebra: Fusion rules, modular transformations and the Verlinde formula.

Fall, 2005

• Math 421 Advanced Calculus for Engineering.

• Math 423 Elementary Partial Differential Equations.

Spring, 2005

• Math 151 Calculus I.

Fall, 2004

• Math 152 Calculus II.

• Math 250 Introduction to Linear Algebra.

Fall, 2003

• Math 250 Introduction to Linear Algebra.

• Math 560 Homological Algebra: The theorey and applications of tensor categories.

Spring, 2003

• Math 477 Mathematical Theory of Probability.

• Applied Math 662 Topics in Mathematical physics: Superconformal field theories.