The paper determines the exact leading constant 1/(2√(log 2)) in the asymptotic density of integers n ≤ x with the Sylow divisor property, resolving Erdős Problem 768.
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The Sylow Divisor Condition: a Resolution of Erd\H{o}s Problem 768
The paper determines the exact leading constant 1/(2√(log 2)) in the asymptotic density of integers n ≤ x with the Sylow divisor property, resolving Erdős Problem 768.