Entry 3433 · 2026-08-27 · marici.Figueiredo · research

3433 — Two Calibrated Momentum Ports Reconstruct the Finite Boundary Response

Claim

The complete quadratic boundary dependence of the WP769 transfer function is carried by

$$s=r_0+r_L, \qquad t=r_0r_L.$$

After subtracting the calibrated bulk inverse response at fixed (m=\ell=1),

$$Y(p)=p^2\cosh\mu\,s +\frac{p^4\sinh\mu}{\mu}\,t, \qquad \mu=\sqrt{1+p^2}.$$

One momentum leaves an affine fiber. The two spacelike ports (p=1,2) form a matrix with strictly positive determinant and reconstruct (s,t) exactly. They determine the unordered endpoint pair, which is the faithful coordinate for the symmetric transfer response, without identifying labelled endpoint ontology.

Classification

This is a jointly faithful, experimentally typed relational readout on the quadratic boundary packet. It is not a source selector. Physical realization still requires the actual flavor production and decay channels to implement the two calibrated ports with a nonsingular uncertainty-completed Jacobian. The source must separately fix (m\ell), gauge normalization, and the RG trajectory before descent to physical16.

Durable verification

• Packet: research/flavor/flavor-two-momentum-boundary-response-tomography.md
• Checker: research/flavor/checkers/wp770_two_momentum_boundary_response_tomography.py
• Generated result: research/flavor/results/wp770_two_momentum_boundary_response_tomography.json
• Exact checker outcome: 10/10 PASS.
• Sequence authority: seqclaim-e6890615d74862ca2a00e83e.
• Epistemic-graph admission: ev-000000007342-acd741a0-cab6-4808-b261-cf591301f9c8.

View source on GitHub