This record presents Quantum Relay Theory v3 (QRT v3), a sectorial implementation of the Geometric Relay Programme in rare b → sℓ⁺ℓ⁻ transitions. The framework is built on Olivier Minazzoli’s Entangled Relativity action Lₘ²/R and explores how the geometric relay σ could generate an effective, mass-dependent correction in the flavour sector. The central mechanism is not a new particle, but a relay-induced chain linking the matter–geometry source term, an effective Yukawa coupling proportional to the lepton mass, a sectorial memory cascade, a Wronskian closure of the hadronic kernel, and one-loop photonic matching. The document derives, within its effective formalism, a dominantly vectorial correction to the Wilson coefficient C₉, with δC₁₀ remaining negligible. It introduces the exact hadronic-kernel closure ΞB = −Wᵢj/ (σᵢσⱼ), a one-loop photonic matching kernel κ_γ = a_γ/ (1+q²/mₑff²), an effective process-dependent scale mₑff in the natural hadronic range, and an absolute normalisation a_γ = 0. 579 determined by Kaluza–Klein geometry and memory shape. QRT v3 reports a zero-parameter effective-chain prediction RK = 0. 909 and a frozen benchmark B2* giving RK = 0. 846, with updated charm-loop calculations giving RK values near 0. 888–0. 905 depending on implementation level. The benchmark passes 13 independent consistency checks and improves the P′5 observable in 4/4 analysed bins. The document also states 15 falsifiable predictions and 8 explicit failure criteria, including tests of C₉ dominance, lepton-mass scaling, δC₁₀ suppression, RK*, P′5, and out-of-flavour signatures such as M87* and magnetar-sector predictions. The status of this record is theoretical and exploratory. QRT v3 is presented as a structured, falsifiable effective framework for the b → s sector, not as an established explanation of all flavour anomalies. The main open points are the complete GRT-to-EFT matching, the independent QCD normalisation of the hadronic kernel, the derivation of remaining memory parameters from the ER action, and future experimental confrontation with LHCb and related flavour data.
Olivier Lane-Larquey (Sat,) studied this question.