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2016•arXiv (Cornell University)Open access

The new axiom of set theory and Bell inequality

Kajetan Guz

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Abstract

The new axiom in set theory, axiom of the empty sets, allows another way to formulate Bell inequality in quantum mechanics. The new axiom emerges from the historical and philosophical analysis of set theory.

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The new axiom in set theory, axiom of the empty sets, allows another way to formulate Bell inequality in quantum mechanics. The new axiom emerges from the historical and philosophical analysis of set theory.

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Available abstract

The new axiom in set theory, axiom of the empty sets, allows another way to formulate Bell inequality in quantum mechanics. The new axiom emerges from the historical and philosophical analysis of set theory.

Key concepts: Zermelo–Fraenkel set theory, Constructive set theory, Urelement, Axiom of choice, Axiom, Mathematical economics, Universal set, Mathematics

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