Quantum Mechanics
Programme
Mathematical methods
Axiomatic introduction to the theory
Temporal evolution
1D systems
Characteristic Function and Wigner Distribution
Magnetic Fields
Aharonov-Bohm Effect
Angular Momentum
Central Potentials
Spin
Discrete Symmetries (parity, time-reversal)
Approximation Methods
Identical Particles
Educational aims
Corso base di meccanica quantistica
Bibliographical references
J.J. Sakurai, “Meccanica Quantistica Moderna” (Zanichelli, Bologna 1985)
L. Ballantine, “Quantum Mechnics” (World Scientific, Singapore 1998)
A. Messiah, “Quantum Mechanics” (Dover, New York 1999)