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Quantum Theory and Local Causality (eBook) von Hofer-Szabó, Gábor

Fr. 47.50
ISBN: 978-3-319-73933-5
Herstellernummer: 26078582
Verfügbarkeit: Abhol-/Versandbereit in 24 Stunden
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¿This book summarizes the results of research the authors have pursued in the past years on the problem of implementing Bell's notion of local causality in local physical theories and relating it to other important concepts and principles in the foundations of physics such as the Common Cause Principle, Bell's inequalities, the EPR (Einstein-Podolsky-Rosen) scenario, and various other locality and causality concepts. The book is intended for philosophers of science with an interest in the formal background of sciences, philosophers of physics and physicists working in foundation of physics.

Autor Hofer-Szabó, Gábor / Vecsernyés, Péter
Verlag Springer
Einband PDF
Erscheinungsjahr 2018
Meldetext Abhol-/Versandbereit in 24 Stunden
Ausgabekennzeichen Englisch
Masse 1'239 KB
Plattform PDF
Reihe SpringerBriefs in Philosophy
Verlagsartikelnummer 978-3-319-73933-5
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¿This book summarizes the results of research the authors have pursued in the past years on the problem of implementing Bell's notion of local causality in local physical theories and relating it to other important concepts and principles in the foundations of physics such as the Common Cause Principle, Bell's inequalities, the EPR (Einstein-Podolsky-Rosen) scenario, and various other locality and causality concepts. The book is intended for philosophers of science with an interest in the formal background of sciences, philosophers of physics and physicists working in foundation of physics.

Über den Autor Hofer-Szabó, Gábor

Gábor Hofer-Szabó is a senior research fellow at the Institute of Philosophy, Research Center for the Humanities at the Hungarian Academy of Sciences in Budapest. His main fields of research are foundations of quantum mechanics, interpretations of probability and probabilistic causality.

Péter Vecsernyés is a senior research fellow at the Wigner Research Centre for Physics at the Hungarian Academy of Sciences in Budapest. His main fields of research are algebraic quantum field theory and quantum groups.

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