66 citations · 544 across the 74 of their papers we have counts for
93 papers · 1 filter
Everywhere unbalanced configurations
David Conlon, Jeck Lim
An old problem in discrete geometry, originating with Kupitz, asks whether there is a fixed natural number such that every finite set of points in the plane has a line through…
Ramsey numbers and the Zarankiewicz problem
David Conlon, Sam Mattheus, Dhruv Mubayi +1
Building on recent work of Mattheus and Verstraëte, we establish a general connection between Ramsey numbers of the form for a fixed graph and a variant of the Zaranki…
Extremal numbers and Sidorenko's conjecture
David Conlon, Joonkyung Lee, Alexander Sidorenko
Sidorenko's conjecture states that, for all bipartite graphs , quasirandom graphs contain asymptotically the minimum number of copies of taken over all graphs with the same…
Set-coloring Ramsey numbers and error-correcting codes near the zero-rate threshold
David Conlon, Jacob Fox, Huy Tuan Pham +1
For positive integers with , the set-coloring Ramsey number is the minimum such that if every edge of the complete graph receives a set of c…
Domination inequalities and dominating graphs
David Conlon, Joonkyung Lee
We say that a graph dominates another graph if the number of homomorphisms from to any graph is dominated, in an appropriate sense, by the number of homomorphisms…
Sums of transcendental dilates
David Conlon, Jeck Lim
We show that there is an absolute constant such that for any finite subset of and any transcendental number $λ\in\…