← LESR · Root 6217 local analysis (Paper 09C–09U) / LESR 09K · Research closure of B01

LESR · Root 6217 local analysis (Paper 09C–09U) LESR 09K · Research closure of B01 Neo.K / Aletheia

Uniform Cubic Bound and Research Closure of B01: Eight Cubic Charts, a Fourth-Order Interval Taylor Remainder, and the Research Closure of the First Full Bridge Parent

With |Ψ₃| ≤ 0.426 and |A⁗/4!| ≤ 50216 on the declared box, A ≥ A0 + 0.1044561264ρ² for ρ ∈ [1e-4, 1.4e-4] and all admissible r ≥ s: B01 'RESEARCH-CLOSED' (publication audit OPEN).

B01 is considered closed under the author's own research arithmetic; it is the first full bridge parent, not a Lebesgue result. 'RESEARCH-CLOSED' means closed under the declared research arithmetic (mpmath.iv jets, root neighbourhoods ±0.02, ε_A = 1e-10) over the declared velocity box; the text says a_Leb ≥ 0.835 is 'NOT CERTIFIED'. §26 lists four audit debts but not the completeness of the velocity box itself (argued only informally in 09F §30–31 and 09H §30). The paper calls this the 'Lebesgue final stress line'.

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PreviousLESR 09J · The eight-chart quadratic floor on B01 · Eight-Chart Quadratic Floor on B01: From the 4-D Boundary Cover to Eight Polyhedral Sign Charts, a Second-Order Lower Bound on the Whole B01 Local Box

NextLESR 09M · B04 split closure · B04 Split Closure and Removal of the First High-Order Frontier: From Remainder Over-Enclosure to Full-Parent Research Closure — Root-Neighbourhood Sharpening and a Chartwise Radial Interval Lift

This is a full-text translation of the Chinese source, which remains authoritative for its research claims. Translation is not independent mathematical verification and does not upgrade the original evidence level.

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