Back to Problems

erdos_1085.variants.lower_d2

Specification

Erdős showed $f_2(n) > n^{1+c/\log\log n}$ for some $c > 0$.

Actions

Submit a Proof

Have a proof attempt? Submit it for zero-trust verification.

Submit Proof
Lean 4 Statement
theorem erdos_1085.variants.lower_d2 :
    ∃ c > (0 : ℝ), ∀ᶠ n : ℕ in atTop, (n : ℝ) ^ (1 + c / log (log n)) < f 2 n
ID: ErdosProblems__1085__erdos_1085.variants.lower_d2
Browse 300 unsolved math conjectures formalized in Lean 4
Browse

All Problems

Explore all 300 unsolved conjectures.

View problems →
ASI Prize documentation for formal verification pipeline
Docs

Verification Pipeline

How zero-trust verification works.

Read docs →
Evaluation Results

Recent Submissions

No submissions yet. Be the first to attempt this problem.