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July 8, 2026Open Access

One State, Many Perspectives: Everettian Quantum Mechanics Without Worlds and Without a Special Probability Problem

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Authors

BDBertrand Dalimier

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Overview

This article explores the probability problem in Everettian quantum mechanics, indicating a new framework without worlds.

Key Points

  • The aim is to address the probability problem in Everettian quantum mechanics by proposing a new framework.
  • Introduces perspectival quantum monism to discuss a universal quantum state and empirical descriptions.
  • Separates the probability problem into quantitative and semantic questions, using Theorem T* and comparisons to classical probability.
  • Establishes that the probability problem in Everettian quantum mechanics does not present unique challenges beyond standard physics frameworks.
  • Determines the relevance of rational weights based on the Born form, verified using Gleason’s theorem.

Cite This Study

Bertrand Dalimier (2026) studied this question.

synapsesocial.com/papers/6a4de976d2ea289ef6283aa2https://doi.org/10.5281/zenodo.21220201
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Also Consider

Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context:

  1. 1One State, Many Perspectives: Everett's Interpretation Without Worlds, and Without a Special Problem of Probability2026
  2. 2One State, Many Perspectives: Branch Structure and Born Weights in Everettian Quantum Mechanics2026
  3. 3A Pedagogical Matrix Derivation of the Many-Worlds Interpretation and Its Comparison with Copenhagen and Classical Probability2026
  4. 4Local Everettianism and Asymmetric Relative Statehood2025
  5. 5The Ontology of Probability in Quantum Mechanics2026