Mathematical Quantum Physics: A Foundational Introduction
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Covers quantum systems with finite and infinitely many degrees of freedom for comprehensive understanding
Introduces second quantisation and scattering theory to explore quantum field theory applications
Presented through the formalism of operator algebras for rigorous mathematical justification
Explores relativistic invariance and space-time geometry for modern quantum physics perspectives
Suitable for both graduate students in theoretical physics and mathematicians interested in quantum applications
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Mathematical Quantum Physics: A Foundational Introduction Tornetta, Gabriele Nunzio This book provides the rigorous mathematical foundations of Quantum Physics, from the operational meaning of the measuring process to the most recent theories for the quantum scale of space-time geometry. Topics like relativistic invariance, quantum syste