Lectures On Quantum Theory: Mathematical And Structural Foundations

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Mathematical framework for quantum mechanics

This book would be a good read for individuals interested in exploring the mathematical foundations of quantum mechanics. The book offers a clear introduction to the topic and covers key concepts such as state-vector reduction, quantum entanglement, and the Bell inequalities. It also includes practice problems and solutions which enable readers to test their understanding of the material. Overall, this book could be for someone who is interested in exploring the mathematical side of quantum mechanics and building a solid foundation of knowledge in this field.

Note: While we do our best to ensure the accuracy of cover images, ISBNs may at times be reused for different editions of the same title which may hence appear as a different cover.

Lectures On Quantum Theory: Mathematical And Structural Foundations

Regular price
Unit price
per
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ISBN: 9781860940019
Authors: C.J. Isham
Publisher: ICP
Date of Publication: 1995-09-01
Format: Paperback
Related Collections: Science, Mathematics
Related Topics: Physics, Mathematics
Goodreads rating: 4.36
(rated by 22 readers)

Description

This book is based on material taught to final-year physics undergraduates as part of the theoretical physics option at Imperial College. After a self-contained introduction to the essential ideas of vector spaces and linear operators, a bridge is built between the concepts and mathematics of classical physics, and the new mathematical framework employed in quantum mechanics. The axioms of nonrelativistic quantum theory are introduced, and shown to lead to a variety of new conceptual problems. Subjects discussed include state-vector reduction, the problem of measurement, quantum entanglement, the Kochen-Specker theorem, and the Bell inequalities. The book includes twenty-five problems with worked solutions.
 

Mathematical framework for quantum mechanics

This book would be a good read for individuals interested in exploring the mathematical foundations of quantum mechanics. The book offers a clear introduction to the topic and covers key concepts such as state-vector reduction, quantum entanglement, and the Bell inequalities. It also includes practice problems and solutions which enable readers to test their understanding of the material. Overall, this book could be for someone who is interested in exploring the mathematical side of quantum mechanics and building a solid foundation of knowledge in this field.

Note: While we do our best to ensure the accuracy of cover images, ISBNs may at times be reused for different editions of the same title which may hence appear as a different cover.