Vesna Iršič: Portier and Versteegen's proof of the 3/4-conjecture

Vesna Iršič: Portier and Versteegen's proof of the 3/4-conjecture

Abstract. Recently, Portier and Versteegen proved the 3/4-conjecture for the total domination game which states that for every graph G without isolated vertices or edges, the game total domination number is at most 3/4 |V(G)|. In this talk, the outline of the proof will be presented.