Tuan Anh Do, Rank- and tree-width of supercritical random graphs
Room B232 IBS (기초과학연구원)It is known that the rank- and tree-width of the random graph
It is known that the rank- and tree-width of the random graph
This program consists of a short intensive workshop, where mathematicians from across the globe will come together to work on open problems in structural graph theory. We will consider the following research themes: graph minors, graph colouring, Hadwiger’s Conjecture, bounded expansion classes, graph product structure theory, generalised colouring numbers, VC dimension, induced subgraphs, Erdős-Hajnal conjecture, …
The Ramsey number
Suppose that
In 1982 Galvin, Rival, and Sands proved that in
To celebrate the opening of the IBS ECOPRO (Extremal Combinatorics and Probability) Group, we will organize a 3-day online conference from April 4 to April 6. Official Website: https://www.ibs.re.kr/ecopro/event/opening/ Invited Speakers Noga Alon Princeton University József Balogh University of Illinois at Urbana-Champaign Jeff Kahn Rutgers University Mihyun Kang Graz University of Technology Jeong Han Kim …
In 1975, Szemerédi proved that for every real number
The first-order model checking problem for finite graphs asks, given a graph G and a first-order sentence
We introduce an odd coloring of a graph, which was introduced very recently, motivated by parity type colorings of graphs. A proper vertex coloring of graph
We prove that for every graph F with at least one edge there are graphs H of arbitrarily large chromatic number and the same clique number as F such that every F-free induced subgraph of H has chromatic number at most c=c(F). (Here a graph is F-free if it does not contain an induced copy …