Derivation of Quantum Mechanics algebraic structure from invariance of the laws of Nature under system composition and Leibniz identity
Abstract
Products and tensor products are linked by a universal property. Imposing the invariance of the laws of Nature under tensor composition along with Leibniz identity determines quantum and classical mechanics algebraic structure through the interplay between products, coproducts, and the tensor product. Violations of Bell's inequalities distinguishes quantum from classical mechanics.
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