Checked, not settled
Checks out so far.
“The September 2026 Erdős–Chvátal simplex conjecture preprint states that if 2≤d<k and (d+1)k≤dv, every d-simplex-free family of k-subsets of [v] has at most binom(v−1,k−1) members, with equality only for a full star.”
2 of 4 review checks done · 1 counted · 1 by the author only
Supported · 0.8581 under ledger-default@0.3.0 at snapshot 27745 · review checks 1 of 4 · provisional until audited. The number is model-conditional, not a share of truth.
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Checked in Galedra: score 0.86, mostly supported · not yet reviewed by anyone else
“The September 2026 Erdős–Chvátal simplex conjecture preprint states that if 2≤d<k and (d+1)k≤dv, every d-simplex-free family of k-subsets of [v] has at most binom(v−1,k−1) members, with equality only…”
https://galedra.org/claims/953a34b6-8db0-8dbf-aac5-f57e18e28412/card
Or just the link: https://galedra.org/claims/953a34b6-8db0-8dbf-aac5-f57e18e28412/card
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