# AGAINST MANY WORLDS INTERPRETATIONS

@article{Kent1990AGAINSTMW, title={AGAINST MANY WORLDS INTERPRETATIONS}, author={Adrian Kent}, journal={International Journal of Modern Physics A}, year={1990}, volume={05}, pages={1745-1762} }

This is a critical review of the literature on many-worlds interpretations, MWI, with arguments drawn partly from earlier critiques by Bell and Stein. The essential postulates involved in various MWI are extracted, and their consistency with the evident physical world is examined. Arguments are presented against MWI proposed by Everett, Graham and DeWitt. The relevance of frequency operators to MWI is examined; it is argued that frequency operator theorems of Hartle and Farhi-Goldstone-Gutmann…

## 133 Citations

Physics versus Semantics: A Puzzling Case of the Missing Quantum Theory

- Philosophy
- 2005

A case for the project of excising of confusion and obfuscation in the contemporary quantum theory initiated and promoted by David Deutsch has been made. It has been argued that at least some…

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- 2009

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- Philosophy
- 1996

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- Philosophy
- 2018

Everett's MWI is discussed, because it has led to spurious debates on possibility of multiverses, beyond the Universe the authors live in, and two alternatives against MWI proposal are discussed: (a) the so-called scale symmetry theory, (b) the Maxwell-Dirac isomorphism.

The Everett Interpretation

- PhysicsOxford Handbooks Online
- 2013

The Everett interpretation of quantum mechanics - better known as the Many-Worlds Theory - has had a rather uneven reception. Mainstream philosophers have scarcely heard of it, save as science…

Modal Metaphysics and the Everett Interpretation

- Philosophy
- 2006

Recent work on probability in the Everett interpretation of quantum mechanics yields a decision-theoretic derivation of David Lewis’ Principal Principle, and hence a general metaphysical theory of…

Representation Lost: The Case for a Relational Interpretation of Quantum Mechanics

- PhilosophyEntropy
- 2018

It is argued that unitary evolution has a counterpart in classical probability theory: in both cases (quantum and classical) probabilities relative to a non-participating observer evolve according to an entropy maximizing principle (and can be interpreted as rational opinion updating).

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