Quantum Dynamics 2

What it is about

You are dealing with mathematical methods for describing and approximating quantum-dynamical systems. By the end of the module you will understand concepts such as unbounded self-adjoint operators, one- and two-parameter groups, coherent states, WKB approximations, as well as time-dependent density matrices and path integrals, and you will be able to apply these methods to concrete models and implement them numerically.

What you will be able to do

• Mathematical understanding of common techniques of quantum dynamics
• Application of techniques to concrete model systems
• Implementation and use of standard numerical approximations

What the module consists of

• VorlesungConveying the theoretical foundations (blackboard and projection)
• ÜbungDeepening through theoretical and numerical programming tasks

Teaching method

• Tafelvortrag und ProjektionsfolienPresentation of the lecture contents
• Selbststudium der KursliteraturSupplement and deepening of the lecture topics
• Übungen mit ProgrammieraufgabenPractice of theoretical concepts and numerical methods