A registered result in its source context
Original ledger classification: Identity/Lattice [I]/[L] + [P] geometry
Recorded statement: Q geometry (Theorem Q): Sigma-split Q_+=(Q+SigQSig)/2=[[3,0,0],[0,2,0],[0,2,1]] (chi=(t-1)(t-2)(t-3), Spec={1,2,3}=A3 exponents), Q_-=[[0,1,0],[3,0,0],[3,0,0]] (chi=t(t^2-3), Q_-^2|supp=3=N_fam). UNIQUE nonneg-integer Q with rows(4,5,6),…
Statement, assumptions and sources
Paper context: Standard Model and flavor structure
The exact identifier, original classification and full claim are available below.
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Read the exact registered claim and its dependencies
FLAV.QGEO.02
Original ledger classification: Identity/Lattice [I]/[L] + [P] geometry
Original claim text
Q geometry (Theorem Q): Sigma-split Q_+=(Q+SigQSig)/2=[[3,0,0],[0,2,0],[0,2,1]] (chi=(t-1)(t-2)(t-3), Spec={1,2,3}=A3 exponents), Q_-=[[0,1,0],[3,0,0],[3,0,0]] (chi=t(t^2-3), Q_-^2|supp=3=N_fam). UNIQUE nonneg-integer Q with rows(4,5,6), cols(9,5,1), chi_Q+, chi_Q- (enumeration) => K=R+Q*Sigma is the second Sigma-shadow of the same parabolic flavor operator. Algebraic normal form [I]/[L]; D4-equivariant parabolic realisation of Q_+/Q_- on P1\\mu4 remains [P] (GATE.QGEO)
Original classification detail
Identity/Lattice [I]/[L] + [P] geometry
Dependencies as recorded
FLAV.KQ.01; GATE.QGEO.01
Open the original ledger source, row 68Location recorded in the ledger
These document locations are recorded directly on the ledger row. They are document level navigation, rather than a newly inferred section citation.
- Standard Model and flavor structure
Navigation through a shared verification script
These sections cite a script associated with the claim. This is a source navigation join, rather than an explicit citation of the claim or a theorem equivalence.
- The Sheet Diamond and the Winding Line: masses and transport from one surfacetfpt 2 standard model
- Front matter / supportStandard Model and flavor structure
- Neutrinostfpt 2 standard model
- NeutrinosStandard Model and flavor structure
- Front matter / supportTFPT — Introduction and reading guide; Verification reference catalog
Registered verification modules
- v50_q_geometry.pyRegistered verification module · flavor
Read the description recorded in the module registry
Q geometry: Q₊ diag(3,2,1)-block; Q unique under budgets
A registered module is a source reference. Its presence does not assert that the module was executed in this snapshot.