Springer Quantum Measurement - Theoretical and Mathematical Physics

Explore the advanced landscape of quantum mechanics with this specialized text from Springer. This book provides a deep dive into the Hilbert space formulation and the evolving field of measurement theory. It offers a comprehensive synopsis of how the mathematical foundations of quantum mechanics have progressed since the classic treatise by von Neumann. Readers will gain a clear understanding of fundamental non-classical features through the lens of operational quantum theory. The text analyzes essential concepts such as indeterminacy, the incompatibility of observables, and unavoidable measurement disturbance. It also covers complex topics including entanglement and nonlocality. Structured into four distinct parts, the book begins with a systematic exposition of the Hilbert space and its mathematical applications. This resource is designed for those seeking a rigorous analysis of the mathematical and theoretical frameworks that define modern quantum physics.