activity
20102015
most citedMantel's Theorem for random graphs

14 citations · 31 across the 10 of their papers we have counts for

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8 papers · 1 filter

math.CO20151 cited

On "stability" in the Erdős-Ko-Rado theorem

Pat Devlin, Jeff Kahn

Denote by the random subgraph of the usual Kneser graph in which edges appear independently, each with probability . Answering a question of Bollobás, Naraya…

math.CO2014

On Erdős-Ko-Rado for random hypergraphs I

Arran Hamm, Jeff Kahn

A family of sets is intersecting if no two of its members are disjoint, and has the Erdős-Ko-Rado property (or is EKR) if each of its largest intersecting subfamilies has nonempty…

math.CO20142 cited

Influential coalitions for Boolean Functions

Jean Bourgain, Jeff Kahn, Gil Kalai

We improve results of Kahn, Kalai, and Linial from the late 80s on the existence of influential large coalitions for Boolean functions, and we give counterexamples to conjectures (…

math.CO2012

On phase transition in the hard-core model on

David Galvin, Jeff Kahn

It is shown that the hard-core model on exhibits a phase transition at activities above some function which tends to zero as

math.CO2012

Asymptotics of the Upper Matching Conjecture

Liviu Ilinca, Jeff Kahn

We give upper bounds for the number of matchings of size in (i) bipartite graphs with specified degrees (), and (ii) general graph…

math.CO20121 cited

Counting maximal antichains and independent sets

Liviu Ilinca, Jeff Kahn

Answering several questions of Duffus, Frankl and Rödl, we give asymptotics for the logarithms of (i) the number of maximal antichains in the n-dimensional Boolean algebra and (ii)…