Treffer: Schrödinger's Cat Meets the Torus: An AiSU-Theoretic Interpretation of Quantum Observation

This preprint introduces a novel interpretation of Schrödinger's Cat paradox through the lens of the AiSU theory (A+i)·S·U = 1, integrating the topological structure of the torus. While traditional quantum mechanics often fails to reconcile superposition with observation, this model interprets the hole in the torus as the conditionality of reality—mapped through meaning-bearing non-numeric elements (A). By using AiSU's structure, we provide a semantic interpretation of quantum indeterminacy, framed visually and computationally. The accompanying Python simulation supports the dynamic transition from unobserved to observed states using a time-phased S(t) field. This framework opens a new path toward reconciling philosophical and mathematical treatments of quantum phenomena.