SS 2023

  • Lecture: Kinetic Equations (Arnold)
    Tue, 09:00-10:00, Sem.R. 06B green
    Wed, 09:00-10:15, Sem.R. 06B green
  • Exercise: Kinetic Equations (Arnold)
    Thu, 14:15-15:00, Sem.R. 06B green

SS 2022

  • Lecture: Variational Calculus (Arnold)
    Tue, 09:00-10:15, Sem.R. 03B green
    Wed, 10:45-12:00, Sem.R. 05A yellow
  • Exercise: Variational Calculus (Nigsch, Arnold)
    Thu, 14:00-15:00, Sem.R. 03A green

WS 2021/22

  • Lecture: Modelling with partial differential equations (Arnold)
    Tue, 09:00-10:15, via zoom + videos on TUWEL
    Wed, 12:00-13:15, via zoom + videos on TUWEL
  • Exercise: Modelling with partial differential equations (Nigsch, Arnold)
    Mon, 16:30-17:15, Freihaus HS 7
  • Repetitorium: Modelling with partial differential equations (Arnold)
    Mon, 12:00-12:45, via zoom + videos on TUWEL
  • Seminar: Partial Differential Equations - Hamilton-Jacobi equations (Arnold)
    Thu, 15:00-16:30, Sem.R. DA green 06A

SS 2021

  • Lecture: Nonlinear partial differential equations (Arnold)
    Tue, 13:45-15:00, via zoom + videos on TUWEL
    Wed, 8:45-10:00, via zoom + videos on TUWEL
  • Exercise: Nonlinear partial differential equations (Nigsch, Arnold)
    Mon, 11:30-13:00, via zoom

WS 2020/21

  • Lecture: Partial Differential Equations (Arnold)
    videos on TUWEL
  • Exercise: Partial Differential Equations (Nigsch, Raithel)
    Thu, 9:00-10:30, 11:00-12:30 via zoom
  • Repetitorium: Partial Differential Equations (Arnold)
    Fri, 10:00-11:30 via zoom

SS 2020

  • Lecture: Variational Calculus (Arnold)
    Tue, 9:30-10:45, Sem.R. 03B green
    Wed, 9:30-10:45, Sem.R. 04 green
  • Exercise: Variational Calculus (Raithel, Arnold)
    Thu, 12:15-13:00, Sem.R. 09 yellow

WS 2019/20

  • Lecture: Modelling with partial differential equations (Arnold)
    Mon, 8:45-10:00, FHS 7
    Thu, 8:45-10:00, Sem.R. DA green 03A
  • Exercise: Modelling with partial differential equations (Raithel, Arnold)
    Wed, 12:40-13:25, Sem.R. DA green 06A
  • Repetitorium: Modelling with partial differential equations (Raithel, Arnold)
    Mon, 10:15-11:00, Sem.R. DA green 06B

SS 2019

  • Lecture: Nonlinear partial differential equations (Arnold)
    Tue, 13:35-14:50, Sem.R. DA gün 06B
    Wed, 10:00-11:15, Sem.R. DA green 06B
  • Exercise: Nonlinear partial differential equations (Nectoux, Arnold)
    Thu, 11:15-12:45, Sem.R. DA green 06B
  • Seminar: Partial Differential Equations - Level Set methods (Arnold)
    Thu, 14:15-15:45, Sem.R. DA green 06BA

WS 2018/19

  • Lecture: Partial Differential Equations (Arnold)
    Di + Thu, 13:00-14:30, FH HS 3
  • Exercise: Partial Differential Equations (DI Gesu, Gerstenmayer, Arnold)
    Fri, 9:00-15:00, Sem.R. DA green 03A
  • Repetorium: Partial Differential Equations (Arnold)
    Wed, 10:00-10:45, Sem.R. DA green 04A

SS 2018

  • Lecture: Variational Calculus (Arnold)
  • Exercise: Variational Calculus: (Di Gesu, Arnold)

WS 2017/18

  • Lecture: Modelling with partial differential equations (Arnold)
  • Exercise: Modelling with partial differential equations (Di Gesu, Arnold)
  • Lecture: Entropy methods (Schmeiser, Arnold, Jüngel)

SS 2017

  • Lecture: Nonlinear partial differential equations (Arnold)
  • Exercise: Nonlinear partial differential equations (Di Gesu, Arnold)
  • Seminar: Partial Differential Equations - Solitons (Arnold, Di Gesu)

SS 2017

  • Seminar: Entropy methods for PDEs and stochastic processes (Arnold, Jüngel)
  • Lecture: Partial Differential Equations (Arnold)
  • Exercise: Partial Differential Equations (Di Gesu, Arnold)
  • Repetitorium: Partial Differential Equations (Arnold)
  • Seminar: Entropy methods for PDEs and stochastic processes (Arnold, Jüngel)

SS 2016

  • Lecture: Variational Calculus (Arnold)
  • Exercise: Variational Calculus: (Achleitner, Arnold)

WS 2015/16

  • Lecture: Modelling with partial differential equations (Arnold)
  • Exercise: Modelling with partial differential equations (Achleitner, Arnold)
  • Seminar: Entropy methods for PDEs and stochastic processes (Arnold, Jüngel)

SS 2015

  • Lecture: Nonlinear partial differential equations (Arnold)
  • Exercise: Nonlinear partial differential equations (Achleitner, Arnold)
  • Seminar: Theory and numerics of hyperbolic conservation laws (Achleitner, Arnold)

WS 2014/15

  • Lecture: Partial Differential Equations (Arnold)
  • Exercise: Partial Differential Equations (Achleitner)
  • Repetitorium: Partial Differential Equations (Arnold)
  • Seminar: Variational Calculus (Arnold)

SS 2014

  • Lecture: Variational Calculus (Arnold)
  • Exercise: Variational Calculus (Achleitner, Arnold)
  • Seminar: Entropy methods for PDEs and stochastic processes (Arnold, Jüngel, Schachermayer, Schmeiser, Beiglböck)

WS 2013/14

  • Lecture: Modelling with partial differential equations (Arnold)
  • Exercise: Modelling with partial differential equations (Erb, Arnold)
  • Seminar: Partial Differential Equations - Long-term behavior, entropy method, gradient flows (Arnold)
  • Seminar: Entropy methods for PDEs and stochastic processes (Arnold, Jüngel, Schachermayer)

SS 2013

  • Lecture: Nonlinear partial differential equations (Arnold)
  • Exercise: Nonlinear partial differential equations (Achleitner, Arnold)
  • Seminar: Theory and numerics of hyperbolic conservation laws (Achleitner, Erb)

WS 2012/13

  • Lecture: Partial Differential Equations (Arnold)
  • Exercise: Partial Differential Equations (Achleitner)
  • Repetitorium: Partial Differential Equations (Arnold)
  • Seminar: Mathematical problems of image processing (Arnold, Erb)

SS 2012

  • Lecture: Variational Calculus (Arnold)
  • Exercise: Variational Calculus (Achleitner, Arnold)

WS 2011/12

  • Lecture: Time-dependent problems in physics and technology (Arnold)
  • Exercise: Time-dependent problems in physics and technology (Achleitner, Arnold)
  • Seminar: Partial Differential Equations - nonlinear semigroups (Arnold, Sprenger)
  • Seminar: Probability Theory (Schachermayer, Arnold)

SS 2011

  • Lecture: Nonlinear partial differential equations (Arnold)
  • Exercise: Nonlinear partial differential equations (Achleitner, Arnold)
  • Seminar: Theory and numerics of hyperbolic conservation laws (Arnold, Sprenger)

WS 2010/11

  • Lecture: Partial Differential Equations (Arnold)
  • Exercise: Partial Differential Equations (Achleitner, Arnold)
  • Repetitorium: Partial Differential Equations (Arnold)

SS 2010

  • Lecture: Variational Calculus (Arnold)
  • Exercise: Variational Calculus (Arnold, Matthes)
  • Seminar: Partial Differential Equations (Arnold, Geier)

WS 09/10

  • Lecture: Time-dependent problems in physics and technology (Arnold)
  • Exercise: Time-dependent problems in physics and technology (Arnold, Geier)
  • Seminar: Partial Differential Equations - Long-term behavior, entropy method, gradient flows (Arnold, Sprenger)

SS 09

  • Lecture: Nonlinear partial differential equations (Arnold)
  • Exercise:  Nonlinear partial differential equations (Arnold, Sprenger)
  • Seminar: Theory and numerics of hyperbolic conservation laws (Arnold, Neumann)

WS 08/09

  • Lecture: Partial Differential Equations (Arnold)
  • Exercise: Partial Differential Equations (Arnold, Geier, Sprenger, Stürzer)
  • Repetitorium: Partial Differential Equations (Arnold)
  • Seminar: Partial Differential Equations - Level Set methods (Arnold, Neumann)

SS 08

  • Lecture: Time-dependent problems in physics and technology (Arnold)
  • Exercise: Time-dependent problems in physics and technology (Arnold, Geier)

WS 07/08

  • Lecture: Variational Calculus (Arnold)
  • Exercise: Variational Calculus (Arnold, Bosi)
  • Seminar: Solitons (Arnold, Neumann)

SS 07

  • Lecture: Nonlinear partial differential equations (Arnold)
  • Exercise: Nonlinear partial differential equations (Arnold, Bosi)
  • Seminar: Kinetic Equations (Arnold, Neumann)

WS 06/07

  • Lecture: Partial Differential Equations (Arnold)
  • Exercise: Partial Differential Equations (Arnold)
  • Repetitorium: Partial Differential Equations (Arnold)

SS 06

  • CIME summer school in Cetraro: "Mathematical properties of quantum evolution equations"
  • Seminar: Theory and numerics of hyperbolic conservation laws (Arnold, Bierwirth)

WS 05/06

  • Lecture: Partial Differential Equations (Arnold)
  • Exercise: Partial Differential Equations (Arnold, Bosi)
  • Repetitorium: Partial Differential Equations (Arnold)