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Double-tower upper-bound conjecture for regularity of bounded-VC $_2$ hypergraphs
Let $\mathcal{H}$ be a $3$ -graph with bounded VC $_2$ dimension, and let $\mathcal{Q}_V$ denote the vertex partition in the upper-bound theorem. Double-tower upper-bound conjecture.…
openhypergraph-regularity tower-bounds vc-dimension
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Double-tower upper-bound conjecture for regularity of bounded-VC2_22​ hypergraphs