Univ.-Prof. Mag. Mag. Dr. Michael Kunzinger

Mail: michael.kunzinger@univie.ac.at
Phone: +43-1-4277-50681

Business Card: vCard

Research Profile: u:cris

http://www.mat.univie.ac.at/~mike/

Affiliations

Department of Mathematics, Oskar-Morgenstern-Platz 1, 1090 Wien

Teaching (iCal)

2024S

250034 SE Topics in Analysis and Geometry

250133 VO Principal Fiber Bundles

2023W

250015 VO STEOP: Introduction to mathematical methodology

250049 SE Topics in Analysis and Geometry

250071 VO Lie groups

250154 PS Lie groups

2023S

250034 SE Topics in Analysis and Geometry

250132 SE Seminar Geometry and Topology

250133 VO Lorentzian Geometry

2022W

250012 PS Analysis and Linear Algebra 1

250049 SE Topics in Analysis and Geometry

250070 VO Riemannian geometry

2022S

250034 SE Topics in Analysis and Geometry

250096 VO Analysis on manifolds

250158 PS Introductory seminar on Analysis on manifolds

2021W

250049 SE Topics in Analysis and Geometry

250071 VO Lie groups

250084 SE Optimal Transport and Riemannian Geometry

250154 PS Lie groups

2021S

250025 VO VO Klassische Differentialgeometrie

250029 UE Tutorial on classic differential geometry

250034 SE Generalized Functions

2020W

250043 VO Gauge theory, Lagrangians, and Symmetries

250049 SE Generalized Functions

2020S

250005 VO Principal fiber bundles

250085 SE Seminar (Analysis): Generalized functions

2019W

250071 VO Lie groups

250154 PS PS Lie groups

442502 SE Seminar (Analysis): Generalized functions

2019S

250032 SE Bachelorseminar

250085 SE Seminar (Analysis): Generalized functions

250135 VO Theory of distributions

2018W

250014 UE Tutorials "Introduction to linear algebra and geometry"

250045 SE Seminar (Analysis): Generalized functions

250166 SE Metric Geometry

2018S

250020 UE Tutorials for "Linear algebra and geometry 1"

250084 SE Seminar (Analysis): Generalized functions

250136 VO Alexandrov spaces

2017W

250004 SE Bachelor seminar

250071 VO Lie groups

250092 SE Seminar (Analysis): Generalized functions

250149 VO Theory of distributions

250154 PS PS Lie groups

2017S

250080 VO Advanced functional analysis

250083 PS PS Advanced functional analysis

250084 SE Seminar (Analysis): Generalized functions

250098 SE Seminar (Differential Geometry)

2016W

250026 UE Tutorials "Introduction to topology"

250050 UE Schulmathematik Analysis

250092 SE Seminar (Analysis): Generalized functions

2016S

250006 SE Bachelor seminar 2

250063 PJ+SE Project seminar (Analysis): Generalized functions

250084 VO Topics VO Geometry and Topology 4/6

2015W

250016 UE Tutorials on complex analysis

250024 UE Tutorials on functional analysis

250025 SE Bachelor seminar 1

250083 SE Seminar (Differential Geometry)

250101 PJ+SE Project seminar (Analysis): Generalized functions

2015S

250048 UE Tutorials "Introduction to topology"

250106 PJ+SE Project seminar (Analysis): Generalized functions

250122 VO Selected topics in Differential Equations: Lie-Transformation Groups

2014W

250059 VO Differential equations for Secondary School Teacher Accreditation Programme

250069 VO Lie groups

250071 PS Introductory seminar on Lie groups

250102 PJ+SE Project seminar (Analysis and Geometry): Generalized functions

2014S

250003 UE Tutorials for "Analysis"

250014 UE Tutorials "Introduction to linear algebra and geometry"

250066 PJ+SE Project seminar (Analysis and Geometry)

2013W

250002 UE Tutorials "Introduction to analysis"

250080 PJ+SE Project seminar (Analysis and Geometry)

2013S

250063 UE Tutorials on partial differential equations

250105 PJ+SE Project seminar (Analysis): Generalized functions

250116 VO Selected topics in differential geometry: Comparison Geometry

2012W

250045 SE Bachelor seminar 2

250046 VO Differential equations for Secondary School Teacher Accreditation Programme

250047 UE Tutorial: Differential equations for Secondary School Teacher Accreditation Programme

250076 VO Differential geometry 2

250099 PJ+SE Project seminar (Analysis): Generalized functions

2012S

250077 VO Differential geometry 1

250079 PS Introductory seminar on differential equations 1

250080 KO Theory of science

250129 SE Bachelor seminar 1

2011W

250068 VO Theory of partial differential equations

250081 VO Lie groups

250082 PS Introductory seminar on Lie groups

2011S

250045 UE Tutorials "Introduction to topology"

250046 VO Partial differential equations

250047 UE Tutorials on partial differential equations

2010W

250051 VO Analysis

250053 PJ+SE Project seminar (Analysis) Generalized functions

250070 UE Tutorials on Linear algebra and Geometry for Secondary School Teacher Accreditation Programme

2010S

250008 VO Introduction to analysis

250009 UE Tutorials "Introduction to analysis"

250027 UE Tutorials on partial differential equations

250079 SE Seminar (Analysis) Generalized functions

2009W

250040 UE Tutorial: Differential equations for Secondary School Teacher Accreditation Programme

250077 VO Selected topics in differential geometry

250078 SE Seminar (Differential geometry)

2009S

250059 SE IK-Seminar (Analysis)

250070 VO Selected topics in differential geometry: Global semi-Riemannian geometry

250071 SE Seminar (Analysis) generalized functions

2008W

250053 SE Seminar (Analysis) generalized functions

250060 VO Differential geometry 2

250061 UE Tutorials to Analysis

250063 UE Tutorials to "Partial differential equations"

2008S

250345 UE Tutorials "Introduction to analysis"

250364 VO Differential geometry 1

250365 PS Introductory seminar to differential geometry 1

250366 SE Seminar (Analysis) generalized functions

2007W

250206 UE Introductory seminar to linear algebra and geometry 2

250208 UE Introductory seminar to Functional Analysis 1

250209 SE IK-Seminar (modern analysis)

250210 SE Seminar (Analysis) generalized functions

2007S

250365 VO Global Analysis - Global Analysis

250366 UE Introd. Seminar to linear algebra and geometry 1 - Introducory Seminar to linear algebra and geometry 1

2006W

250477 PS Introductory Seminar to Introduction into Topology - Introductory Seminar to Introduction into Topology

250478 PS Introductory Seminar to Analysis 3 - Introductory Seminar to Analysis 3

250488 VO Differential geometry 2 - Differential geometry 2

2006S

250307 PS Introductory Seminar to Analysis 2 - Introductory Seminar to Analysis 2

250360 VO Differential Geometry 1 - Differential Geometry 1

250361 PS Introductory Seminar to Differential Geometry 1 - Introductory Seminar to Differential Geometry 1

250362 SE Seminar (Analysis) - Seminar (Analysis) Generalized Functions: Theory and Applications

2005W

250077 PS Introductionary Seminar to Topology - Introductionary Seminar to Topology

250081 PS Introductory Seminar to Analysis 1 - Introductory Seminar to Analysis 1

250101 VO Introduction into Mathematical Methodology - Introduction into Mathematical Methodology

250122 SE SE (Analysis): Nonlin. Distributional Geometry - Seminar (Analysis): Nonlinear Distributional Geometry

2005S

877893 PS Introductory seminar to ord. diff. equations - Introductory seminar ordinary differential equations

902411 PS Introductory seminar to Analysis 2 - Introductory seminar to Analysis 2

902413 PS Introductory seminar to Lineare Algebra 2 - Introductory seminar to Lineare Algebra 2

902443 SE Nonlinear theory of generalized functions - Nonlinear theory of generalized functions

2004W

803777 PS Introductory Seminar to lin. al. and geom. 1 - Introductory Seminar to linear algebra and geometry 1

878192 PS Introductionary Seminar for Analysis 1 - Introductionary Seminar for Analysis 1

878206 SE Seminar (Analysis): Kinetische Theorie - Seminar (Analysis): Kinetische Theorie

878207 PJ+SE Projektsem. (Analysis): Implizite Funktionen - Projektseminar (Analysis): Der Satz über implizite Funktionen

878232 SE Symmetry and inversion for generalized functions - Seminar (Analysis): Symmetry and inversion questions for generalized functions

2004S

877844 SE Seminar: Geom. Theory of Generalized Functions - Seminar: Geometric Theory of Generalized Functions

877929 VO Set Theoretical Topology - Set Theoretical Topology

877930 VO Partial Differential Equations 2 - Partial Differential Equations 2

2003W

803793 VO Partial Differential Equations 1 - Partial Differential Equations 1

803794 PS Introductory Seminar PDEs 1 - Introductory Seminar on Partial Differential Equations 1

803795 SE Generalized Functions - Generalized Functions

814293 PS Introductory Seminar to Advanced Analysis SSTA - Introductory Seminar to Advanced Analysis for the SSTA Programme

2003S

803337 UE Übungen zu Programmieren 2 - Übungen zu Algorithmen, Datenstrukturen und Programmieren 2

803360 VO Algorithmen, Datenstrukturen und Programmieren 2 - Algorithmen, Datenstrukturen und Programmieren 2

2002W

801139 VO Distributionentheorie 2 - Distributionentheorie 2

801140 PJ+SE Seminar (Analysis): Verallgemeinerte Funktionen - Seminar (Analysis): Verallgemeinerte Funktionen

801141 SE Seminar (Analysis): Liegruppen - Seminar (Analysis): Liegruppen und Differentialgleichungen

801288 VO Algorithmen, Datenstrukturen und Programmieren 1 - Algorithmen, Datenstrukturen und Programmieren 1

802066 UE Übungen zu Programmieren I - Übungen zu Algorithmen, Datenstrukturen und Programmieren I

814238 PS Proseminar zu Analysis 3 - Proseminar zu Analysis 3

2002S

800419 PS Proseminar zu Analysis II - Proseminar zu Analysis II

800515 VO Distributionentheorie - Distributionentheorie

802398 SE Seminar (Analysis) - Seminar (Analysis): Verallgemeinerte Funktionen

2001W

802066 UE Übungen zu Programmieren I - Übungen zu Algorithmen, Datenstrukturen und Programmieren I

822007 PS Proseminar zu Analysis I - Proseminar zu Analysis I

822010 PS Proseminar zu Analysis III - Proseminar zu Analysis III

822021 PS Proseminar zu Analysis für Physik I - Proseminar zu Analysis für Physik I

2001S

802398 SE Seminar (Analysis) - Seminar (Analysis): Verallgemeinerte Funktionen

802985 UE Proseminar zu Analysis II - Proseminar zu Analysis II

802994 SE Liegruppen und Differentialgleichungen - Seminar (Analysis): Liegruppen und Differentialgleichungen

2000W

802066 UE Übungen zu Programmieren I - Übungen zu Algorithmen, Datenstrukturen und Programmieren I

802471 UE Proseminar zur Analysis I - Proseminar zur Analysis I

802710 UE Proseminar Differentialgeometrie - Proseminar Differentialgeometrie

802919 UE Übungen zur Praxis der Computersysteme Teil I - Übungen zur Praxis der Computersysteme Teil I

802926 UE PS zu Höhere Analysis für LAK - Proseminar zu Höhere Analysis für Lehramtskandidaten

2000S

802284 VO Programmieren II - Einführung in das Programmieren II

802299 UE Übungen zu Programmieren II - Übungen zu Einführung in das Programmieren II

802397 PS Proseminar Mathematik für Physik IV - Proseminar zu Mathematik für Physik und andere naturwissenschaftliche Fächer IV

802398 SE Seminar (Analysis) - Seminar (Analysis): Verallgemeinerte Funktionen

1999W

802064 VO Programmieren I - Einführung in das Programmieren I

802147 PS Proseminar Mathematik für Physik III - Proseminar zu Mathematik für Physik und andere naturwissenschaftliche Fächer III

802163 UE Übungen zu Programmieren I - Übungen zur Einführung in das Programmieren I

1999S

802298 UE Proseminar zu Mathematik für Physik II - Proseminar zu Mathematik für Physik und andere Naturwissenschaftliche Fächer II

802299 UE Übungen zu Programmieren II - Übungen zu Einführung in das Programmieren II

1998W

802064 VO Programmieren I - Einführung in das Programmieren I

802950 UE Proseminar zu Mathematik für Physik I - Proseminar zu Mathematik für Physik und andere naturwissenschaftliche Fächer I

1998S

802214 VO AK aus Moderner Analysis: Distributionen II - Ausgewählte Kapitel aus Moderner Analysis: Distributionen II

802215 SE Seminar (Analysis) - Seminar (Analysis): Nichtlineare Partielle Differentialgleichungen

1997W

802834 VO Ausgewählte Kapitel aus Moderner Analysis - Ausgewählte Kapitel aus Moderner Analysis: Distributionen

802897 SE Seminar (Analysis) - Seminar (Analysis): Nichtlineare partielle Differentialgleichungen

802903 SE Seminar (Analysis): Differentialgleichungen - Seminar (Analysis): Nichtlineare partielle Differentialgleichungen

1997S

802688 UE UE zu Math. f. Physik u. a. naturwiss. Fächer IV - Übungen zu Mathematik für Physik und andere naturwissenschaftliche Fächer IV

1996W

803146 UE Übungen Mathematik f. Physik/naturwissen. Fächer - Übungen zu Mathematik für Physik und andere naturwissenschaftliche Fächer III

805183 UE Übungen zu Mathematik für Physik - Übungen zu Mathematik für Physik und andere naturwissenschaftliche Fächer III

1996S

802619 UE UE zu Math. f. Physik u.a. II, Kurs A - Übungen zu Mathematik für Physik und andere naturwissenschaftliche Fächer II, Kurs A

802620 UE UE zu Math. f. Physik u.a. II, Kurs B - Übungen zu Mathematik für Physik und andere naturwissenschaftliche Fächer II, Kurs B

1995W

802323 UE UE zu Mathematik f.Physik etc. I, Kurs B - Übungen zu Mathematik für Physik und andere naturwissenschaftliche Fächer I, Kurs B

802605 UE UE zu Mathematik f. Physik etc. I, Kurs A - Übungen zu Mathematik für Physik und andere naturwissenschaftliche Fächer I, Kurs A

Last modified: Th 22.02.2024 14:20