Falsifiable Predictions of Generalized Projection Theory
Year: 2026
Type: preprint
Abstract: Generalized Projection Theory (GPT) proposes that observable 3+1-dimensional spacetime emerges from a 256-dimensional pre-geometric information structure via a projection-induced phase transition. The theory is governed by the Shadow Equation \mathcal{P}_{7/8}: \mathcal{H}_{256} \to M^4 (7/8) \oplus \mathcal{V}_{\text{pregeo}} (1/8) , with fracture locked at n=7 . Three theorems—the 7/8 Projection Theorem (truncation and partition), the 2037 Theorem (meta-encoding duality), and the Phase Tunneling Theorem (forbidden band topology)—form a closed system. This paper presents explicit, falsifiable predictions derived from this framework, organized by observational accessibility: Tier 1 (5–10 years), Tier 2 (10–20 years), and Tier 3 (20–50 years). A unified topological filtering methodology is proposed to distinguish GPT signatures from conventional astrophysical signals. The theory specifies its own falsification conditions, establishing a self-referential bootstrapping structure that invites empirical confrontation.
Author: Shuqing, Cui
Language: English
Subfield: Astronomy and Astrophysics
Field: Physics and Astronomy
Domain: Physical Sciences
Open Access status: green
OpenAlex ID: W7203549326