Entanglement, Microcausality and Gödel’s Theorem

Abstract One of the key points Pauli’s proof spin-statistics theorem is principle microcausality , which essentially states “that all physical quantities at finite distance exterior to light cone ( for | x o ′ − ″ < ) are commutable ”. Indeed, Pauli was aware that if it were not valid then neither his version theorem. In this presentation, we explore relationship between entanglement and point out in case spin-singlet states, does apply. Consequenly, revise spin statistics incorporate suggest some refinements axiomatic structure quantum mechanics. Ironically, singlet SL (2, C invariant as Minkowski metric special relativity, although state often used convey “spooky action a distance” violation not. We also pose question whether paradoxes associated with “entanglement” can be understood Gödel’s