Description
From Quantum Mechanics to Quantum Groups
The notion of 'quantization' commonly used in textbooks of quantum mechanics has to be specified in order to turn it into a defined mathematical operation. We discuss that on the trails of Weyl's phase space deformation, i.e. we introduce the WeylMoyal starproduct and the deformation of Poissonmanifolds.
Generalizing from this, we understand, why Hopfalgebras are the most genuine way to apply 'quantization'
to various other algebraic objects  and why this has direct physical applications.
Displaying 1  5 of 5
Format results

Introduction to quantum groups 1
Florian Koch LudwigMaximiliansUniversitiät München (LMU)
PIRSA:07010027 
Introduction to quantum groups 2
Florian Koch LudwigMaximiliansUniversitiät München (LMU)
PIRSA:07010028 
Introduction to quantum groups 3
Florian Koch LudwigMaximiliansUniversitiät München (LMU)
PIRSA:07010029 
Introduction to quantum groups 4
Florian Koch LudwigMaximiliansUniversitiät München (LMU)
PIRSA:07010030 
Introduction to quantum groups 5
Florian Koch LudwigMaximiliansUniversitiät München (LMU)
PIRSA:07010031