Mapping Protocol v3.0

Every MPFST paper maps the same constant — α = 6/5 — to a different physical domain. This page classifies how each paper performs that mapping. Five categories cover all 28 papers.

ASpectral

Construct operator with α = 6/5, diagonalize, compare eigenvalues to data.

BTransport

Insert α into transport/diffusion equation, derive scaling exponent, compare.

CTopological

Use eigenvector structure (8+3 decomposition, bilateral symmetry) to predict spatial/hierarchical patterns.

DPropagator / Green's Function

Build fractional Green's function G(x,t;α), extract observable correlations.

EThermodynamic

Derive equation-of-state or entropy corrections from fractional dynamics.

—Foundation

Mathematical proofs and derivations that underpin the theory (not domain mappings).

Paper Classification

Paper	Category	Title	Method
1	D	Transferred Potential	Green's function → cross-hemisphere correlations
2	A+C	EEG CFC	Graph adjacency → CFC matrix + bilateral topology
3	D	MiniBooNE Neutrino	Fractional propagator → neutrino oscillation
4	D	Galactic Rotation	Fractional Poisson → rotation curves
5	D/B	LHC Dijets	Propagator modification → angular distributions
6	B	GR Recovery	Doping parameter → GR recovery
7	A	JJ Phantom Voltage	Inter-plane coupling → voltage offset
8	A	Qubit Decoherence	Fractional Laplacian → decoherence scaling
9	—	Sephirotic Eigenvalue	Mathematical foundation (eigenvalue proof)
10	—	PDE Well-Posedness	Mathematical foundation (well-posedness)
11	A	Quantization & Quantum Gravity	Operator spectrum → quantization
12	B	Fusion Plasma Transport	Transport exponents from α = 6/5
13	A+B	GW Echoes	Eigenvalue-based decay template → GW ringdown
14	A	Dimensional Reduction	Spectral gap → dimensional reduction
15	—	Stochastic PDE	Mathematical robustness (stochastic PDE)
16	E	Dark Energy / Cosmology	Fractional Friedmann → dark energy EOS
17	B	Anomalous Transport	Self-energy exponent β = 2 − α = 4/5
18	E	Black Hole Thermodynamics	Spectral dimension → entropy corrections
19	C	Bioelectric Morphogenesis	Mode hierarchy → morphogenetic axes
20	A	Microtubule Topology	Eigenvalue convergence in MT lattices
21	D	LENR / Cold Fusion	Fractional tunneling → LENR enhancement
22	C	MT Lumen Pump	Bilateral eigenmode → peristaltic pump
23	A	Atomic Form Factors	Cusp exponent → form factor behavior
24	—	First-Principles Derivation	Mathematical foundation (first-principles derivation)
25	C	Bioelectric Channels	8+3 decomposition → bioelectric channels
26	A	GW Spatial Modes	3 spatial eigenvalues → GW template
27	A	iEEG Spectral Eigenvalues	Derived β_k = 2α/λ_k → iEEG spectral exponents
28	C	MEG Directional Propagation	Topological directionality → MEG propagation

Distribution

Cat A: Spectral

Cat B: Transport

Cat C: Topological

Cat D: Propagator / Green's Function

Cat E: Thermodynamic

Foundation