Foundations of Quantum Mechanics: An Introduction to the Physical Background and Mathematical Structure
by Gregory Naber
Publisher: gregnaber.com 2016
Number of pages: 575
The goal here is to provide an introduction to the physical and mathematical foundations of quantum mechanics. It is addressed to those who have been trained in modern mathematics. As to the mathematical formalism itself, we will provide careful, detailed and rigorous treatments of just a few of the simplest and most fundamental systems with which quantum mechanics deals in the hope that this will lay the foundation for a deeper study of the physical applications to be found in the literature.
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by Petr Hajicek - arXiv
The book gives a consequent and mathematical formulation to the interpretation of quantum mechanics that is often met among practical physicists. The book ought to be accessible to students that finished the standard course of quantum mechanics.
by Tomasz F. Bigaj - De Gruyter Open
This book uses the formal semantics of counterfactual conditionals to analyze the problem of non-locality in quantum mechanics. Counterfactual conditionals (subjunctive conditionals) enter the analysis of quantum entangled systems ...
by Nathan K. Langford - arXiv
These notes aim to provide a non-expert introduction to the field of circuit QED, to give a basic appreciation of the promise and challenges of the field, along with a number of key concepts that will be useful for the reader who is new to the field.
by M. De Sanctis - arXiv
By using the general concepts of special relativity and the requirements of quantum mechanics, Dirac equation is derived and studied. Only elementary knowledge of spin and rotations in quantum mechanics and standard linear algebra are required.