Shnoudi Admissibility Theory (S.A.T) presents a mathematical physics framework in which physical reality emerges from a structured 24-dimensional geometric lattice governed by admissibility constraints, symmetry relations, and discrete informational dynamics. Within this model, observable four-dimensional spacetime is interpreted as a projection of a deeper high-dimensional structure, where matter, energy, and physical constants arise from geometric and topological relationships rather than being treated as independent inputs. The framework integrates concepts from lattice geometry, coding structures, operator-based evolution, and spectral organization to describe particles as stable admissible states embedded within a unified mathematical architecture. Gravity, temporal progression, and interaction dynamics are represented as emergent consequences of lattice rigidity, state transitions, and projection rules across dimensions. S.A.T proposes a unified ontology in which geometry, information, and physical law are expressions of a single underlying structure. The theory aims to provide an internally consistent mathematical basis for describing constants, interactions, and large-scale physical behavior through high-dimensional organization and discrete admissibility principles.
Ibrahim Amin Nicola Shnoudi (Thu,) studied this question.