Erdős problem 951
If 1 < a 0 < ... has property Erdos951Prop, is it true that #{a i ≤ x} ≤ π x?
Sources
FormalConjectures/ErdosProblems/
951.lean
Retained formal statement
If a has property Erdos951Prop and 1 < a 0, then a is a set of Beurling prime numbers.
∀ {a : ℕ → ℝ}, 1 < a 0 → StrictMono a → Erdos951.Erdos951Prop a → IsBeurlingPrimes aAPIStatement only, no proof