Teaching

Multivariate Calculus

MA 261, Purdue University, 2025

Teaching assistant for introductory multivariate calculus class following “Calculus, Early Transcendentals” by Briggs, Cochran, Gillett, and Schulz.

Introduction to Abstract Algebra

AS.110.411, JHU, 2025

Teaching assistant for nine student upper-level group theory course taught by Yueqiao Wu. We covered elementary group theory up to the Sylow theorems and the fundamental theorem of finitely generated abelian groups using M. A. Armstrong’s “Groups and Symmetry” as a guide.

• Sylow theorems and simple groups
• Final exam review and practice problems
• Midterm exam practice problems

Linear Algebra

AS.110.201, JHU, 2024

Teaching assistant for large introductory linear algebra course taught by Emily Riehl. We covered topics such as reduced row echelon form, linear systems of equations, abstract vector spaces and linear maps (basics, no canonical forms), determinants, eigenvalues, and inner product spaces. Otto Bretscher’s “Linear Algebra with Applications” was the course text.

• Recitation section notes (reverse chronological order)

Calculus I for Biological and Social Sciences

AS.110.106, JHU, 2024

Teaching assistant for large introductory calculus course taught by Fei Lu. We covered the basic theory of differentation and integral calculus up through the fundamental theorem of calculus.

Real Analysis

AS.110.405, JHU, 2023

Course assistant and grader for small upper-level real analysis course taught by Richard Brown. We covered sequences, limits of functions, differentiation on the real line, integration (Darboux integral), and sequences of series of functions using Jiri Libl’s “Basic Analysis: An Introduction to Real Analysis” as our text.