THE PRINCIPLE OF ANOMALY IN QUANTUM MECHANICS

Author:

Reichenbach Hans

Publisher

Verein philosophie.ch

Subject

Philosophy

Reference7 articles.

1. 1 Philosophic Foundations of Quantum Mechanics. Berkeley: University of California Press 1944. This book may be referred to as PhF.

2. 1 The problem is t o replace the variable pob in d(pob) by the variable u, using the function k (pob), so that the resulting function, multiplied by, is identical with d (u).

3. It is in general possible to find a function k which achieves this transformation. For the discrete case, i. e., variables of discrete eigen-values, the corresponding transformation is in general impossible, so that for this case a causal interpolation is excluded even without the further considerations.

4. 1 See the author's Philosophie der Raum-Zeit-Lehre. Berlin 1928, 22.

5. 1 More precisely speaking: assume that no macrocosmic occurrences happen between to and t, and that the first indication of a measuring instrument happens att then the function (t -), where is a small time interval, represents a physical state for every 0. It is the transition from (t-) to ‘(t+) which constitutes the causal anomaly.

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1. A Sound and Complete Tableaux Calculus for Reichenbach’s Quantum Mechanics Logic;Journal of Philosophical Logic;2023-11-18

2. Can Many-Valued Logic Help to Comprehend Quantum Phenomena?;International Journal of Theoretical Physics;2015-02-27

3. Many-Valued Logics in Quantum Mechanics;SpringerBriefs in Physics;2015

4. A Brief Survey of Many-Valued Logics;SpringerBriefs in Physics;2015

5. Preface;Probabilities in Physics;2011-09-01

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