I’ve tutored real analysis for over 20 different students.

I have worked from textbooks by Rudin, Abbott, Lebl, Tao, Johar, Pugh, and more. My students took their courses through the following universities:

• GaTech MATH 4317, MATH 4318

• Columbia GU 4061, GU 4062

• University of Florida MAA 4102, 4103

• USC Math 425a, Math 425b

• NYU Math-UA 325, 326

• Kennesaw State MATH 4381, 4382

• UCLA Math 131a

• UCL MATH0003

• Stanford Online High School UM115

• University of Illinois at Urbana-Champaign

Topics that I have taught include: The construction of the real numbers by Dedekind cuts and Cauchy sequences, the complete ordered field axioms, metric spaces, limit and continuity, topology, differentiation and Riemann integration, uniform convergence, power series, equicontinuity, analyticity, multivariable differentiation, implicit and inverse functions, Lagrange multipliers, Stoke’s formula, and measure theory.