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N. Terekhov

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Preprint Oct 2026

Almost entropic matroids and $(k,L)$-systems

For an integer $k$ and a set of integers $L$, a $(k,L)$-system is a family of $k$-element sets such that the size of the intersection of any two distinct members belongs to $L$. Let $m(n,k,L)$ denote the maximum size of a $(k,L)$-system on a ground set of $n$ elements. In this work, we establish a close connection betw...

Andrey Kupavskii, N. Terekhov · 0 citations