Problem

erdos:684

For the least $k$ at which the small-prime part of $\binom{n}{k}$ exceeds $n^2$ , how large can $f(n)$ be?

Open Current State

Declared status: open
Formalization: not formalized
Subjects: number theoryprimesbinomial coefficients
OEIS: A392019 · possible
Sources: source:erdos-ai-contributions-wikisource:erdos-problemssource:vibemathed
Statement: www.erdosproblems.com

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