Documents for Download
SS 2020:
- A. Hoang: Introduction to Particle Physics
WS 2019
- A. Hoang: Quantenmechanik: Erweiterte Konzepte und Anwendungen
- Lecture:
- Lecture notes
- 1 - Principles of Non-Relativistic Quantum Mechanics
- 2 - Angular Momentum - Part 2
- 3 - Lagrangian Formalism in Non-relativistic Quantum Mechanics
- 4 - Scattering Theory
- 5 - Path Intergral Method
- 6 - Symmetries in Quantum Mechanics
- 7 - Klein-Gordon-Equation
- 8 - Dirac Equation
- 9 - Hydrogen Fine Structure
- 10 - Identical particles
- Lecture notes
- Exercises:
- Lecture:
SS 2019:
- A. Hoang: Theoretische Physik 2 - Quantenmechanik I
- Lecture:
- Exercises:
- Informations for the exercises and exams
- Problems: sheet 1 (sheet-1_ex-4.nb, sheet-1_ex-4.sce) | sheet 2 | sheet 3 | sheet 4 | sheet 5 | sheet 6 | sheet 7 | sheet 8 | sheet 9 | sheet 10 | sheet 11 | sheet 12 |
- Lecture:
- A. Hoang: Praktikum Theoretische Physik
- H. Neufeld: Symmetries in Particle Physics
- General informations
- Lecture notes
- Chapter 01: Symmetries in classical mechanics and classical field theory
- Chapter 02: Representation theory of the rotation group
- Chapter 03: Representation theory of the Lorentz group
- Chapter 04: Representation theory of the Poincare group
- Homework problems
WS 2018:
- A. Hoang: Introduction to Particle Physics
- H. Neufeld: Particle Physics 3 - Selected chapters from relativistic quantum field theory
- Lecture notes:
- Chapter 19: Standard model of particle physics
- Chapter 20: Decay width
- Chapter 21: Minimal subtraction
- Chapter 22: Running coupling and running mass
- Chapter 23: Renormalization group
- Chapter 24: Functional methods
- Chapter 25: Background field method
- Chapter 26: Determinants of differential operators
- Chapter 27: Chiral anomalies
- List of exam questions (chapter 19-24)
- Lecture notes:
SS 2018:
- A. Hoang: Quantenmechanik II
- Lecture:
- Exercises:
- Lecture:
- H. Neufeld: Particle physics II
- Lecture notes:
- Chapter 01: Introduction
- Chapter 02: Scalar field
- Chapter 03: Functional integral
- Chapter 04: Perturbation theory
- Chapter 05: Dimensional regularization and renormalization
- Chapter 06: Renormalizability
- Chapter 07: Reduction formalism
- Chapter 08: Cross section
- Chapter 09: Dirac field
- Chapter 10: Fermionic path integral
- Chapter 11: Vector field
- Chapter 12: Interaction picture
- Chapter 13: Quantum electrodynamics of spin 1/2 fermions
- Chapter 14: Anomalous magnetic moments of electron and muon
- Chapter 15: Nonabelian gauge theories
- Chapter 16: Quantization of nonabelian gauge fields
- Chapter 17: Spontaneous symmetry breaking
- Chapter 18: Spontaneous breaking of local gauge symmetries
- List of questions for the Lecture Examination (Chapter 1-18)
- Exercises:
- Problems 1-56
- Lecture notes:
WS 2017:
- H. Neufeld: Theoretical Physics 3 (Electrodynamics)
SS 2017:
- A. Hoang: Theoretische Physik 2 - Quantenmechanik I
- Lecture:
- Lecture notes (ge)
- Lecture notes (en):
- 1 - Introduction (170% A4quer)
- 2 - Elementary Aspects of Quantum Mechanics
- 2.1-2.6 (170%); 2.7-2.10 (170%)
- 3 - Problems in One Dimension (170%)
- 4 - Mathematical Structures of Quantum Theory (170%)
- 5 - Spin ½ (170%)
- 6 - Angular Momentum (170%)
- 7 - The Hydrogen Atom (170%)
- 8 - Adding Angular Momenta (170%)
- 9 - Time-Independent Perturbation Theory (170%)
- 10 - Identical Particles (170%)
- Mathematisches Basiswissen für Theoretische Physik T2
- QM-1-WaveFunction-Videos.nb
- Sample questions for lecture exam ob July 11, 2017
- Exercises:
- Lecture:
- H. Neufeld: Particle physics II
- Lecture notes:
- Chapter 01: Introduction
- Chapter 02: Scalar field
- Chapter 03: Functional integral
- Chapter 04: Perturbation theory
- Chapter 05: Dimensional regularization and renormalization
- Chapter 06: Renormalizability
- Chapter 07: Reduction formalism
- Chapter 08: Cross section
- Chapter 09: Dirac field
- Chapter 10: Fermionic path integral
- Chapter 11: Vector field
- Chapter 12: Interaction picture
- Chapter 13: Quantum electrodynamics of spin 1/2 fermions
- Chapter 14: Anomalous magnetic moments of electron and muon
- Chapter 15: Nonabelian gauge theories
- Chapter 16: Quantization of nonabelian gauge fields
- Chapter 17: Spontaneous symmetry breaking
- Chapter 18: Spontaneous breaking of local gauge symmetries
- Chapter 19: Standard model of particle physics
- Chapter 20: Decay Width
- Chapter 21: Minimal subraction
- Chapter 22: Running coupling and running mass
- Chapter 23: Renormalization group
- List of questions for the lecture exam on particle physics II
- Exercises:
- Problems 1-57
- Lecture notes:
SS 2016:
- A. Hoang: Theoretische Physik 2 - Quantenmechanik I
- Lecture:
- Lecture notes (ge)
- Lecture notes (en):
- Mathematisches Basiswissen für Theoretische Physik T2
- QM-1-WaveFunction-Videos.nb
- Exercises:
- Lecture:
- H. Neufeld: Particle physics II
- Lecture notes:
- Chapter 01: Introduction
- Chapter 02: Scalar field
- Chapter 03: Functional integral
- Chapter 04: Perturbation theory
- Chapter 05: Dimensional regularization and renormalization
- Chapter 06: Renormalizability
- Chapter 07: Reduction formalism
- Chapter 08: Cross section
- Chapter 09: Dirac field
- Chapter 10: Fermionic path integral
- Chapter 11: Abelian gauge field
- Chapter 12: Interaction picture
- Chapter 13: Quantum electrodynamics of spin 1/2 fermions
- Chapter 14: Anomalous magnetic moments of electron and muon
- Chapter 15: Nonabelian gauge theories
- Chapter 16: Quantization of nonabelian gauge fields
- Chapter 17: Spontaneous symmetry breaking
- Chapter 18: Spontaneous breaking of local gauge symmetries
- Chapter 19: Standard model of particle physics
- Chapter 20: Decay width
- Chapter 21: Massive vector field
- Exercises: Problems 1-50;
- Lecture notes:
SS 2015:
- H. Neufeld: Quantenmechanik II
- Lecture announcement
- Information about the exam
- Lecture - manuscript:
- 0. Path-Integral Quantization
- 1. Quantum theory in the presence of an external electromagnetic field
- 2. Quantization of the free electromagnetic field
- 3. Systems of identical particles and quantum field theory
- 4. Relativistic Quantum Field Theory
- 5. Spin ½ Fields (Spinor fields)
- 6. Quantization of the free Dirac field
- 7. Basics of Quantum Elektrodynamics
- 8. Interaction Picture and Perturbation Series
- Exercises:
- Information sheet
- Problems 1-50;
SS 2014:
- H. Neufeld: Quantenmechanik II
- Lecture announcement
- Lecture - manuscript:
- 1. Die elektromagnetische Wechselwirkung in der Quantentheorie
- 2. Die Quantisierung des freien elektromagnetischen Feldes
- 3. Systeme identischer Teilchen und zweite Quantisierung
- 4. Pfadintegral
In this chapter, I follow largely the lecture notes of Matthias Blau (Bern), "Notes on (Semi-)Advanced Quantum Mechanics: The Path Integral Approach to Quantum Mechanics", available here - 5. Streutheorie
- 6. Symmetries in Quantum Theory
- 7. SU(2) und SO(3)
- Exercises:
- Information sheet
- Problems 1-76
WS 2013:
- R. Bertlmann: Nonlocality, Entaglement and Geometry of Quantum Systems
- H. Hüffel: Statistische Physik II
- H. Neufeld: Theoretical Physics 3 (Electrodynamics)
- H. Neufeld & Mathias Butenschön: Laboratory Theoretical Physics
SS 2013:
- R. Bertlmann: Decoherence and Physics of open Quantum Systems
- H. Hüffel: Mathematische Methoden der Physik I
- H. Rumpf: Theoretische Physik 4 - Thermodynamik und Statistische Physik I
- Lecture notes:
- Chapter 0: Einführung
- Chapter 1: Grundbegriffe der klassischen und Quantenstatistik
- Chapter 2: Statistische Beschreibung von Vielteilchensystemen
- Chapter 3: Der klassische Grenzfall
- Chapter 4: Einige Quantensysteme
- Chapter 5: Allgemeine Thermodynamik
- Chapter 6: Nichtgleichgewichtsprozesse
- Chapter 7: Systeme mit Wechselwirkung
- Exercises:
- Lecture notes:
SS 2012:
- H. Hüffel: Mathematische Methoden der Physik I
- H. Neufeld: Theoretische Physik 2 - Quantenmechanik I
- Lecture:
- Exercises:
WS 2011:
- R. Bertlmann: Theoretische Physik für das Lehramt L2
- Lecture: Contents; detailed contents of Quantum Mechanics
- further Documents for download (http://csteiner.12hp.de):
- L2 lecture notes (Quantum Mechanics and Statistics) by Ch. Steiner
- EPR Paradoxon (talk by Natalie Romanov)
- Einstein's Relativitätstheorie (talks by Ph. Köhler)
- further Documents for download (http://csteiner.12hp.de):
- Exercises:
- Discussion Examples:
- Discussion Example 0 - Photoelektrischer Effekt
- Discussion Example 1 - Schrödingers Katze
- Discussion Example 2 - Heisenberg'sche Unschärferelation
- Discussion Example 3 - Tunneleffekt mit Anwendung
- Discussion Example 4 - Quantenmechanik in der Schule 1
- Discussion Example 5 - Quantenmechanik und Schule 2
- Discussion Example 6 - Brownsche Molekularbewegung
- Discussion Example 7 - Doppelspalt
- Das Münchener Unterrichtskonzept zur Quantenmechanik von R. Müller und H Wiesner
- Lecture: Contents; detailed contents of Quantum Mechanics
SS 2011:
- H. Hüffel: Theoretische Physik IV: Thermodynamik und statistische Physik I
- H. Rumpf: Theoretische Physik II: Quantenmechanik I
SS 2010:
- R. Bertlmann: Theoretische Physik 2 - Quantenmechanik I - Übungen
- H. Neufeld: Particle Physics II
- Lecture notes:
- 01: Scalar field
- 02: Functional integral
- 03: Dirac field
- 04: Fermionic path integral
- 05: Massive vector field
- 06: Abelian gauge field
- 07: Perturbation theory
- 08: Quantum electrodynamics (QED) of spin ½ fermions
- 09: Production of fermion pairs in electron-positron collisions
- 10: Feynman graphs
- 11: Cross section
- 12: Nonabelian gauge theories
- 13: Spontaneous symmetry breaking
- 14: Spontaneous breaking of local gauge symmetries
- 15: Standard model of particle physics
- 16: Two-point function of an interacting theory
- 17: Reduction formalism
- 18: QED two-point function for fermions
- 19: Photon two-point function at one-loop
- 20: Vertex correction in QED
- 21: Renormalized perturbation theory
- 22: Electron scattering by an external field
- 23: Cross-section formula for the scattering by a time-independent potential
- 24: Cancellation of IR-divergences
- Exercises:
Problems 1-11 | 12-19 | 20-27 | 28-41 | 42-49
- H. Verschelde & V. Zakharov: Relativistic Quantum Field Theory
SS 2009:
- R. A. Bertlmann: Decoherence and the physics of open quantum systems
- G. Ecker: Kern- und Teilchenphysik (für das Lehramt)
- H. Hüffel: Theoretische Methoden der Physik 4
- H. Neufeld: Particle Physics II
- Lecture notes:
- 01: Quantization of the electromagnetic field
- 02: Scalar fields
- 03: Functional integral
- 04: Perturbation theory
- 05: Dimensional regularization and renormalization
- 06: Renormalizability
- 07: Reduction formalism
- 08: Cross section
- 09: Dirac field
- 10: Fermionic path integral
- 11: Abelian gauge field
- 12: Interaction picture and vacuum-to-vacuum transition amplitude
- 13: Quantum electrodynamics of spin ½ fermions
- 14: Anomalous magnetic moment of the electron
- 15: Nonabelian gauge theories
- 16: Quantization of nonabelian gauge fields
- 17: Spontaneous symmetry breaking
- 18: Spontaneous breaking of local gauge symmetries
- 19: Standard model of particle physics
- Exercises: Problems 1-11 | 12-22 | 23-25 | 26-31 | 32-40 | 41-53
- Lecture notes:
WS 2008:
- J. B. Bru: Mathematische Methoden der Physik II
- exercises:
- informations
- exercises1-7 | 8-14 | 15-21 | 22-26
- exercises:
- G. Ecker: Theoretische Physik III: Elektrodynamik
- H. Neufeld: Theoretische Physik für das Lehramt L2
SS 2008:
- R. A. Bertlmann: Theoretische Physik T2
- H. Neufeld: Mathematische Methoden der Physik I
WS 2007:
- R. A. Bertlmann: Decoherence and the physics of open quantum systems
- G. Ecker: Theoretische Physik T1 - Klassische Mechanik
- S. Dittmaier: Electroweak Physics at the LHC
SS 2006:
- R. Beig: Theoretische Methoden der Physik 2