← Session 18 — Lean tier (ii): finite-height proof + certified base points
thinking (257 chars)
LiSkeleton built; LiBasePoints compiled with NO output — clean! (The linter note was from LiSkeleton's hn warning.)
Fix the `_hn` warning in LiSkeleton, then write the remaining Bn bounds (80000_ge, 100000_le) + the two margin theorems + the final wrapper.
`Bn_FAlt_80000_le` compiles clean. Fixing the `_hn` warning, then the two remaining Bn bounds.
tool: Edit
input
{
"file_path": "D:\\Python\\Quantum\\research\\lean\\NguyenRH1\\NguyenRH1\\LiSkeleton.lean",
"old_string": "theorem IIMaj_le_two_mul (n : \u211d) (hn : 0 \u2264 n) :\n IIMaj n \u2264 4.56 * (Real.sqrt n + 1) * 2 := by",
"new_string": "theorem IIMaj_le_two_mul (n : \u211d) (_hn : 0 \u2264 n) :\n IIMaj n \u2264 4.56 * (Real.sqrt n + 1) * 2 := by"
}
raw content_json (database row)
[{"type":"thinking","thinking":"LiSkeleton built; LiBasePoints compiled with NO output — clean! (The linter note was from LiSkeleton's hn warning.)\n\nFix the `_hn` warning in LiSkeleton, then write the remaining Bn bounds (80000_ge, 100000_le) + the two margin theorems + the final wrapper.","signature":""},{"type":"text","text":"`Bn_FAlt_80000_le` compiles clean. Fixing the `_hn` warning, then the two remaining Bn bounds."},{"type":"tool_use","id":"Edit_162","name":"Edit","input":{"file_path":"D:\\Python\\Quantum\\research\\lean\\NguyenRH1\\NguyenRH1\\LiSkeleton.lean","old_string":"theorem IIMaj_le_two_mul (n : ℝ) (hn : 0 ≤ n) :\n IIMaj n ≤ 4.56 * (Real.sqrt n + 1) * 2 := by","new_string":"theorem IIMaj_le_two_mul (n : ℝ) (_hn : 0 ≤ n) :\n IIMaj n ≤ 4.56 * (Real.sqrt n + 1) * 2 := by"},"extra_content":null}]