8/5 Lecture 1: Erdős-Hajnal property, Alon-Pach-Solymosi thm, Rödl’s thm and Nikiforov’s thm, the polynomial Rödl property and the viral property
8/6 Lecture 2: Equivalence of the Erdős-Hajnal, polynomial Rödl, and viral properties. The Erdős-Hajnal general bound and the Fox-Sudakov thm with their common generalization
8/7 Lecture 3: A loglog improvement over the general bound of Erdős-Hajnal
8/8 Lecture 4: Basic facts about graphs of bounded VC-dimension
8/9 Lecture 5: Ultra-strong regularity lemma, iterative sparsification, and the Erdős-Hajnal conjecture for graphs of bounded VC-dimension