On the Nature of $a_k^{\ast }{a}_k$ and the Emergence of the Born's Rule

Abstract

This paper is intended to show that a review in the concept of the game theoretical utility, the revised utility to be applied to the definition of the utility of a wave function representing an object subsystem relative to its observer subsystem, both within an isolated system, leads to the emergence of the Max Born's rule as a profit under a von Neumann's good measure game.

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References in corpus (3)

• Decoherence, einselection, and the quantum origins of the classical
• Probabilities from Entanglement, Born's Rule from Envariance
• Environment - Assisted Invariance, Causality, and Probabilities in Quantum Physics

Cited by in corpus (3)

• Analysis of Wallace's Proof of the Born Rule in Everettian Quantum Mechanics II: Concepts and Axioms
• Analysis of Wallace's Proof of the Born Rule in Everettian Quantum Mechanics: Formal Aspects
• The Born rule