Winter 2023
No Teaching, Rackham Dissertation Fellow
Fall 2022
Arbitrage Theory in Discrete Time, Graduate Assistant
Course topics: arbitrage pricing, completeness and hedging, martingales.
Responsibilities: host practice problem sessions, edit homework solutions, grade homework, host office hours.
Winter 2022
Arbitrage Theory in Continuous Time, Graduate Assistant
Course topics: stochastic integrals and differential equations, portfolio dynamics, arbitrage pricing, completeness and hedging, the martingale approach to arbitrage theory.
Responsibilities: host practice problem sessions, edit homework solutions, grade homework, host office hours.
Fall 2021
Discrete State Stochastic Processes, Graduate Assistant
Course topics: Markov chains and Markov processes, ergodicity, recurrence and transience, hitting times, Poisson processes.
Responsibilities: host practice problem sessions, edit homework solutions, grade homework, host office hours.
Winter 2021
Elementary Number Theory, Homework Grader
Course topics: prime factorization, unique factorization domains, modular arithmetic, diophantine equations.
Responsibilities: grade homework, host office hours.
Fall 2020
Foundations of Computer Science, Graduate Student Instructor
Course topics: the potential method, divide and conquer, dynamic programming, greedy algorithms, computability, automata, the halting problem, reducibility, Rice's Theorem, NP completeness, randomized algorithms, monte carlo methods.
Responsibilities: manage team of homework graders, write homework rubrics, host weekly discussion sections and prepare corresponding course material.
Winter 2020
Calculus I, Graduate Student Instructor
Course topics: basic functions, the derivative, the definite integral, constructing antiderivatives, integration, sequences and series, function approximation.
Responsibilities: primary instructor for ~20 students, create lecture and practice materials, grade homework and quizzes, grade exams with team of instructors.
Fall 2019
Calculus I, Graduate Student Instructor
Course topics: basic functions, the derivative, the definite integral, constructing antiderivatives, integration, sequences and series, function approximation.
Responsibilities: primary instructor for ~20 students, create lecture and practice materials, grade homework and quizzes, grade exams with team of instructors.