Tutorium quantum mechanics. By an experienced tutor for students of physics and mathematics. 2. ed.

The focus of this book lies on the general postulates of quantum mechanics (QM), their interpretation, their fundamental terms, and their mathematical formulation. The first and most comprehensive part of the book is dedicated to this thematics. In the second part an imported special case is treated: The QM of the wave functions in one, two, and three spatial dimensions under the condition, that the Hamiltonian operator consists only of the kinetic term and a timely independent potential. The most important examples hereby are the harmonic oscillator and the hydrogen atom. Also the scattering theory is discussed in this framework. The third part comprehends further themes, which belong to the canonical matter of a QM course: Combination of spin and angular momentum, QM with electromagnetism, perturbation theory, and systems with several particles. Rounded off is the whole by a short explanation of the path-integral term and by the relativistic theory of the electron (Dirac equation). Target group of this book are students of physics, who hear QM in the framework of theoretical physics. By the axiomatically deductive approach and the detailed discussion of the mathematical background it is also very well suited for mathematicians, who want to come to an understanding of QM in the subsidiary subject or in their leisure time.