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A registered result in its source context

Original ledger classification: u/d ratio as a V-power readout [E]/[C]: c_u/c_d=(1.V^4.1)/((a.V.1)(1.V^2.1))=55/117, identical to 5*11/(9*13); exact re-encoding, value stays [C]

Recorded statement: The quark u/d ratio is a pure V-power readout (2026-06-24): the established c_u/c_d=g_car*||Pl(K)||_1/(N_fam^2 Delta_Q)=55/117 (v94) re-expresses EXACTLY via the sheet generator V (v410). [E]…

Statement, assumptions and sources

Paper context: Standard Model and flavor structure

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FLAV.UD.VPOWER.01

Original ledger classification: u/d ratio as a V-power readout [E]/[C]: c_u/c_d=(1.V^4.1)/((a.V.1)(1.V^2.1))=55/117, identical to 5*11/(9*13); exact re-encoding, value stays [C]

Original claim text

The quark u/d ratio is a pure V-power readout (2026-06-24): the established c_u/c_d=g_car*||Pl(K)||_1/(N_fam^2 Delta_Q)=55/117 (v94) re-expresses EXACTLY via the sheet generator V (v410). [E] c_u/c_d=(1.V^4.1)/((a.V.1)(1.V^2.1))=55/(9*13)=55/117, with 55=1.V^4.1, 9=a.V.1=N_fam^2, 13=1.V^2.1=Delta_Q. [E] IDENTITY: same number as 5*11/(9*13); the V-power numerator repackages g_car*11=55=1.V^4.1. [C] HONEST TYPING: an exact RE-ENCODING, no new physical input -- the value 55/117 and the u/d identification stay [C], coupled to the U_wall readout rigidity; the gain is that numerator and denominator both iterate ONE operator.

Original classification detail

Identity

Dependencies as recorded

FLAV.QUARK.01; FLAV.RIGID.01; v94; v410

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Registered verification modules

  • v411_ud_ratio_vpower.pyRegistered verification module · registry
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    The quark u/d ratio is a pure V-power readout: the established c_u/c_d = g_car ||Pl(K)||_1/(N_fam^2 Delta_Q) = 55/117 (v94) re-expresses EXACTLY via the sheet generator (v410) as c_u/c_d = (1.V^4.1)/((a.V.1)(1.V^2.1)) = 55/(9*13), with 55=1.V^4.1, 9=a.V.1=N_fam^2, 13=1.V^2.1=Delta_Q; the same number as 5*11/(9*13), so the V-power numerator repackages g_car*11=55; an exact RE-ENCODING, the value and u/d identification stay [C] (U_wall readout rigidity).

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