Lehrveranstaltungen

Überblick über Veranstaltungen in Operatoralgebren und mathematischer Physik im aktuellen und kommenden Semestern

siehe hier.


Ergänzende Informationen zu einigen aktuellen und vergangenen Veranstaltungen


Vorlesungsskripte (Lechner)


Frühere Lehrveranstaltungen (Lechner)

Winter 2023/24

Sommer 2023

  • Analysis 2

Winter 2022/23

  • Analysis 1

Sommer 2022

Im Sommersemester 2022 biete ich zwei Lehrveranstaltungen an:

Winter 2021/2022

Frühere Lehrveranstaltungen (Göttingen, Wien, Leipzig, Cardiff)

  • Linear Algebra II
    Winter 2020, Cardiff University
  • Mathematical Foundations of Quantum Physics
    Winter 2020, Cardiff University
  • The Yang-Baxter equation, operator algebras, and braid group characters
    Lecture Series at Autumn School “Deformations and Rigidity in Algebra, Geometry and Analysis”
    October 2019, Würzburg University
  • Mathematical Foundations of Quantum Physics
    Winter 2019, Cardiff University
  • Foundations of Mathematics I (Algebra)
    Winter 2019, Cardiff University
  • Foundations of Mathematics I (Analysis)
    Winter 2018, Cardiff University
  • Mathematical Foundations of Quantum Physics
    Winter 2018, Cardiff University
  • Mathematical Foundations of Quantum Physics
    Winter 2017, Cardiff University
  • Foundations of Mathematics I (Analysis)
    Winter 2017, Cardiff University
  • Mathematical Foundations of Quantum PhysicsLecture website
    Winter 2016, Cardiff University
  • Strict Deformation Quantization and Noncommutative Quantum Field TheoriesLecture Series at Autumn School “From Poisson Geometry to QFT on Noncommutative Spaces”
    October 2015, University Würzburg
  • Knot Theory
    Winter 2015, Cardiff University
  • Deformations of Operator Algebras and the Construction of Quantum Field Theories
    Lecture Series in the Third Erlangen Fall School on Quantum Geometry
    September 2014, University Erlangen-Nürnberg
  • Quantum Field TheoryAnnouncement
    Summer 2014, Leipzig University
  • The Mathematics of Classical Physics
    Winter term 13/14, Leipzig University
  • Mathematical Methods for Physics II
    Winter term 09/10, Vienna University
  • Quantum Mechanics II (some lecture substitutions)
    Summer term 10, Vienna University
  • Quantum Field Theory (several lecture substitutions)
    Winter term 2008/09, Vienna University
  • Quantum Mechanics II (several lecture substitutions)
    Summer term 08, Vienna University

  • Seminar on Quantum Field Theory, Gravitation, and Elementary Particles (with Hollands, Rudolph, Verch)
    Winter 13/14, Leipzig University
  • Gravitation & Elementary Particles (together with S. Hollands and R. Verch)
    Summer term 2013, Leipzig University
  • Foundations of Quantum Information Theory (together with R. Verch)
    Summer term 2012, Leipzig University
  • Non-commutative geometry and QFT (together with H. Steinacker)
    Summer term 10, Vienna University
  • Quantum field theory on curved spacetimes (co-organized with J. Yngvason)
    Winter term 09/10, Vienna University

  • Vectors and Matrices
    Winter 2015/16, Cardiff University
  • Cosmology
    Winter term 14/15, Leipzig University
  • Classical Mechanics for Teachers
    Winter term 14/15, Leipzig University
  • The Mathematics of Classical Physics
    Winter term 13/14, Leipzig University
  • Advanced Statistical Physics
    Summer 2013, Leipzig University
  • Quantum Mechanics II
    Winter 2012, Leipzig University
  • Classical Electrodynamics
    Sommer 2012, Leipzig University
  • Quantum Mechanics
    Winter 2011/12, Leipzig University
  • Quantum Mechanics II
    Summer 2011, Vienna University
  • Mathematical Methods for Physics II
    Winter 2010/11, Vienna University
  • Local Quantum Physics – Quantum Field Theory
    Winter term 10/11, Vienna University
  • Mathematical Methods for Physics I
    Summer term 10, Vienna University
  • Quantum Mechanics II
    Summer term 10, Vienna University
  • Mathematical Methods of Physics I
    Summer term 09, Vienna University
  • Local Quantum Physics / Quantum Field Theory
    Winter term 08/09, Vienna University
  • Quantum Mechanics I
    Summer term 08, Vienna University
  • Preparatory course for beginners (“zeroth term”)
    Winter term 05/06, Goettingen University
  • Theoretical Physics for Teachers (organisation of exercises and exams)
    Summer term 05, Goettingen University
  • Thermodynamics and statistical mechanics
    Winter term 04/05, Goettingen University
  • Theoretical Physics for Teachers (organisation of exercises and exams)
    Summer term 04, Goettingen University
  • Mathematical Methods of Physics II (organisation of exercises and exams)
    Winter term 03/04, Goettingen University
  • Physics II (organisation of exercises and exams)
    Summer term 03, Goettingen University
  • Mathematical Methods of Physics II (organization of exercises and exams)
    Winter term 02/03, Goettingen University
  • Quantum Mechanics
    Winter term 01/02, Goettingen University
  • Electrodynamics
    Summer term 01, Goettingen University
  • Classical Mechanics
    Winter term 00/01, Goettingen University