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SRBRD: The Symmetric Root-Bounded Relation Domain and the Sieve–Parity Boundary SRBRD-16 · The Buchstab-row-flow identity Author line in the source: Neo.K; Aletheia (GPT-5.6 Sol)

Buchstab-Row Mass and the Upper-Bound Mixed Flow: The Pair-Buchstab Identity, Cube-Root Semiprime Rows and the Dimension-2 Row Sieve

An exact pair-Buchstab partition and the master 'Buchstab-row-flow' identity M_PP = #S_y − Σ_{y<r≤z3} #B_r − 2Σ_{r>z3} n_r + M_SS; cofactor primality is forced for cube-root rows; a dimension-2 row-sieve description; the paper states explicitly that it does not reproduce Chen's theorem.

Combines the rough-pair mass of the P₂ boundary, the Buchstab loss, the semiprime rows and a transport correction into one exact identity; the paper: 'this document does not reproduce Chen's theorem and obtains no Goldbach proof'. The one-sided envelope table (7 rows, m = 100…100000) was reproduced row by row in the pre-publication read-through. Verdict: UNIFORM CROSSING NOT YET PROVED.

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NextSRBRD-17 · Ideal 1.70 against naive 60.56 · The Pair-Buchstab Shell and the Row-Sieve Quantitative Gate: Exact Euler-Factor Switching and the Dimension-2 Constant Barrier

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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