If you want me as your advisor or want to do individual study with me, it is highly recommended to learn in advance the materials from introduction to graph theory and at least one of the following three courses, advanced graph theory, extremal graph theory and probabilistic method.
Undergraduate level
MAS477 Introduction to graph theory, 2024, Lecture note, Lecture videos.
Graduate level
Extremal graph theory, 2025, Lecture note, Lecture videos.
Advanced graph theory, 2020, Lecture note, Lecture videos.
Probabilistic Method, 2020, Lecture notes, Lecture videos
Mini courses
An introduction to expanders II, 2022, Lecture note, videos
An introduction to expanders, 2021, Lecture note, videos
A lecture on graph limits, 2020, Lecture note, videos.
Methods in Combinatorics, 2019, Lecture notes, videos.
An intensive lecture series on graph embedding, 2018, Lecture note, videos.
Videos of some of my talks:
Ramsey numbers of cycles versus general graphs, March 2022
K_{r+1}-saturated graphs with small spectral radius, July 2021
A resilience version of Pósa's theorem, June 2020
Tree decompositions of graphs without large bipartite holes, August 2019
Spanning trees in randomly perturbed graphs, December 2017
Property testing for hypergraphs, July 2017
Packing bounded degree trees, December 2016
Typical Structure of graphs with no induced even cycles, August 2015
Regular subgraphs in uniform hypergraphs, December 2014
On r-dynamic coloring of graphs, June 2014
Maximum hypergraphs without regular subgraphs, June 2011