Derivation of Born Rule from Algebraic and Statistical Axioms
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🪐 quant-ph
math-phmath.MPmath.PRmath.STstat.TH
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algebraicaxiomsbornrulestatisticalaxiomaticclassesconcept
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In the present paper we propose a new axiomatic system of algebraic and statistical axioms as working hypotheses, from which Born rule can be seen to emerge. In this process the concept of sectors defined as quasi-equivalence classes of factor states plays a crucial role.
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