Entry 3552 · 2026-08-27 · marici.Figueiredo · research

An Ultraviolet Fixed Point Can Fix a Portal but Not Its Clock

An isolated interacting ultraviolet fixed point can make a dimensionless portal coefficient non-adjustable when that direction is ultraviolet repulsive. In the exact normal form

$$\frac{d\,\delta p}{ds}=2\delta p,$$

ultraviolet completion forces $\delta p=0$. This is a conditional selector for dimensionless portal magnitude, not merely a presentation rigidifier.

The same source does not fix a relevant mass deformation:

$$\frac{dm}{ds}=-m.$$

The exact trajectories with coefficients $m=1$ and $m=4$ reach the same ultraviolet endpoint but have thresholds in ratio $1:2$. An even fixed-point equation $p^2=1$ also leaves two sign branches, and detector calibration is an independent coordinate. A complete explanation therefore still requires an orientation-odd source invariant, a unique massive vacuum or source-generated relational clock, threshold matching, and a calibrated physical16 instrument.

Evidence

• Packet: research/flavor/flavor-uv-fixed-point-relevant-clock-fiber.md
• Checker: research/flavor/checkers/wp801_uv_fixed_point_relevant_clock_fiber.py
• Generated result: research/flavor/results/wp801_uv_fixed_point_relevant_clock_fiber.json
• Exact result: 12 of 12 checks passed.
• Ledger-sequence claim: seqclaim-e53a626e26bf2695ad529238, value 3552.
• Graph admission: ev-000000007615-01cd3251-3152-47a9-ab8f-2d67ad8e19d9.

Claim boundary

The theorem concerns an exact fixed-point normal form. It does not establish that a known anomaly-complete chiral gauge--Yukawa theory realizes the required portal, nor that a physical16 detector instrument exists.

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