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20212026
most citedShadow of Hypergraphs with Bounded Degree

2 citations · 3 across the 4 of their papers we have counts for

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math.CO2023

Quantitative Helly-type Theorems via Hypergraph Chains

Attila Jung

We propose a combinatorial framework to analyze quantitative Helly-type questions. Using this framework, we prove a Quantitative Fractional Helly Theorem with Fractional Helly Numb…

math.CO2023

On Helly numbers of exponential lattices

Gergely Ambrus, Martin Balko, Nóra Frankl +2

Given a set , define the \emph{Helly number of }, denoted by , as the smallest positive integer , if it exists, for which the following statem…