The Hasse principle for random Fano hypersurfaces | Lean AI formalization leaderboard

Problem statement

Notes: Unavailable.

Source: T. Browning, P. L. Boudec, and W. Sawin, `The Hasse principle for random Fano hypersurfaces`, Annals of Math, 197 (3) 2023. Statement taken from https://github.com/ImperialCollegeLondon/AnnalsChallenge (v1.0.0, e32eb14), AnnalsChallenge/AnnalsOfMathematics/2023-197-3-HassePrincipleRandomFano.lean

Informal solution: Unavailable.

theorem declaration uses `sorry`theorem_1_1 (hd : 2 ≤ d) (h₁ : d ≤ n) (h₂ : (d, n) ≠ (3, 3)) :
    Tendsto (ρ d n) atTop (nhds (ρLoc d n)) := byd:ℕn:ℕhd:2 ≤ dh₁:d ≤ nh₂:(d, n) ≠ (3, 3)⊢ Tendsto (ρ d n) atTop (nhds (ρLoc d n))
  sorryAll goals completed! 🐙