No Symplectic Universality Class with Exponent 2.75 Found in Retrieved Sources — E8 Intelligence Research

FINDING: No source in this set reports a symplectic universality class with critical exponent 2.75 or a localization-length exponent of 2.75; the retrieved items are generic critical-phenomena and symplectic-geometry videos, not the specific result sought. | MATH: Standard critical exponents referenced implicitly: Ising 2D (Onsager) β=1/8, γ=7/4, ν=1, η=1/4; Anderson localization scaling: β(g)=d ln g/d ln L, with g(L)~L^d metallic and g~e^(−L/ξ) localized; 3D orthogonal class ν≈1.57, 3D symplectic (spin-orbit, β=4) ν≈1.4–1.6, 2D symplectic metal-insulator transition ν≈2.75 (Asada, Slevin–Ohtsuki) — this is the only place 2.75 appears as a known value, and it is NOT confirmed by any retrieved source. | CONNECTION: No geometric-harmony link supported by evidence. The 2.75 value, if real, is a critical exponent, not a ratio of the 0.382/0.618/1.618 family; 2.75 = 11/4 is a rational, not a golden- or silver-mean ratio. No base-60, root-system, or crystallographic symmetry content appears i Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com