Spring 2025: STAT 601 - Probabilty Theory II
Fall 2021: Advanced Topics in Probability. Joint Israeli Probability Seminar.
Summer 2021: Undergraduate Seminar on planar maps, random walks and circle packing following the book of Asaf Nachmias.
Spring 2021: Selected Topics in Probability. Joint Israeli Probability Seminar.
Fall 2020: Introduction to Hilbert Spaces and Operator Theory. Joint Israeli Probability Seminar.
Spring 2020: Introduction to Probability Theory. Horowitz Seminar.
Fall 2019: Introduction to Hilbert Spaces and Operator Theory. Horowitz Seminar.
Spring 2019: Undergraduate seminar on the coupling method following the book by Lindvall. Modern topics in probability. Horowitz Seminar.
Fall 2018: Brownian motion, martingales and stochastic calculus. Horowitz Seminar.
Spring 2018: Probability for Mathematicians. Horowitz Seminar.
Fall 2017: Random Matrices. Horowitz Seminar.
Spring 2017: Topics in Statistical Physics and Probability Theory. Probability for Mathematicians. Horowitz Seminar.
Spring 2016: Introduction to Probability Theory. Probability for Mathematicians. Horowitz Seminar.
Fall 2015: Introduction to Number Theory. Horowitz Seminar
Spring 2015: Graduate Seminar on Spatial Random Permutations. Guided Reading on Probability with Martingales. Horowitz Seminar.
Fall 2014: Introduction to Number Theory. Introduction to Probability Theory. Horowitz Seminar.
Spring 2014: Brownian Motion. Introduction to Probability Theory. Horowitz Seminar.
Fall 2013: Undergraduate Seminar on the longest increasing subsequence of a random permutation following the book of Dan Romik. Horowitz Seminar.
Spring 2013: Advanced Topics in Probability - Percolation. Introduction to Probability Theory. Horowitz Seminar.
Fall 2012: Undergraduate Seminar on Probability on Graphs following the book of Geoffrey Grimmett. Horowitz Seminar.
Spring 2012: Introduction to Probability Theory. Probability for Mathematicians. Horowitz Seminar.
Fall 2011: Undergraduate Seminar on Markov Chains and Mixing Times following the book of Peres, Levin and Wilmer. Horowitz Seminar.
Spring 2011: Random Walks and Brownian Motion. Horowitz Seminar.
Fall 2010: Introduction to Probability Theory. Horowitz Seminar.
Spring 2010: Calculus II (V63.0122) at NYU.
Fall 2009: Discrete Mathematics (V63.0120) at NYU.
Spring 2009: Combinatorics (V63.0240) at NYU.
Previously I had been a teaching assistant for the courses Stat 2 (Introduction to Statistics) and Stat 134 (Concepts of Probability) at UC Berkeley and for the courses Linear Algebra, Calculus and Ordinary Differential Equations for engineers at Tel Aviv University.