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feat(ErdosProblems): 683 #1533
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feat(ErdosProblems): 683 #1533
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YaelDillies
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Jan 8, 2026
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Could you state https://www.erdosproblems.com/961 simultaneously? |
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Author
Do you mean something like /--
Erdos 961 is equivalent to Erdos 683.
-/
@[category research solved, AMS 11]
theorem erdos_683_equiv_erdos_961 :
(∃ c > 0, ∀ n k : ℕ, 0 < k ∧ k < n → P n k > min (n - k + 1) (k ^ (1 + c))) ↔
(∃ C > 0, ∀ᶠ k in atTop, f k < (log (k : ℝ)) ^ C) := by
sorryafter importing Erdos961? |
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I was thinking you could prove one in terms of the other |
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ams-11: Number theory
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erdos-problems
Erdős Problems
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Closes #876