teaching overview

During the current term:   (here)

Lectures: *   Analysis III: Integration and Ordinary Differential Equations (2006/07) *   (Contents)  *  Materials in German:   (Examination questions)   *   Biostatistics (2021/22, 2022/23) *   Calculus of Variations (2003/04, 2012) *   (2003/04: Contents)  *  Materials in German:   (2003/04: Examination questions)  *  (2003/04: Liouville's theorem)   *   Materials in German:   (2012: Contents)  *  (2012: Examination questions)   *   (2012: Summary: Sobolev Spaces) *   Convex Analysis (2004) *   (Contents)  *  Materials in German:   (Examination questions)   *   Fourier Analysis (2003) *   (Contents)  *  Materials in German:   (Examination questions)   *   Image Processing by Variational Methods (2007) *   (Contents)  *  (References) *   Measure and Integration (2010/11) *   (Contents)   *   (Dictionary)   *   (Examination questions)   *   (References) *   Optimal Control (2012/13) *   Materials in German:   (Contents)   *   (Examination questions) *   Optimization with Lipschitz Functions (2008) *   (Contents)  *  Materials in German:   (Examination questions)   *   Set-Valued Maps (2002/03, 2011/12) *   (2002/03: Contents)  *  Materials in German:   (2002/03: Examination questions) *   (2011/12: Contents)  *  Materials in German:   (2011/12: Examination questions) *   Variational and Optimal Control Problems in Image Processing (2007) *   (Contents)  *  Materials in German:   (Examination questions)

Seminars: *   Advanced Topics in Analysis I (1995/96, 1996/97, 1998/99) *   Advanced Topics in Analysis II (1996, 1997, 1999) *   Analysis I (2003/04)   *   Analysis II (1997, 1999, 2004)   *   Analysis III (1999/2000, 2004/05, 2007/08) *   Materials in German:   (Examination questions: ODE's)   *   Applied Functional Analysis for PDE's in Mathematical Physics (2006) *   Materials in German:   (Regulations)  *  (List of topics)  *  (Preprint volume)   *   Calculus of Variations (2001/02) *   Complex Analysis (2000) *   Materials in German:   (Examination questions)   *   Convex Analysis, Duality and Applications (2013) *   Materials in German:   (Regulations)  *  (List of topics)   *   Convex Optimization (2000/01) *   Materials in German:   (Examination questions)   *   Duality Theory (2001) *   Financial Mathematics (1998) *   Fourier Methods for Differential Equations (2003) *   Materials in German:   (List of topics)   *   Functional Analysis (1997/98, 2000/01, 2002/03, 2005/06) *   Integral Transforms (2000) *   Introduction to Optimization (2001) *   Linear Optimization (1994) *   Mathematics in Engineering Sciences I (1996/97, 1997/98, 2001/02, 2005/06) *   Mathematics in Engineering Sciences II (1995, 2003, 2008) *   Mathematics in Engineering Sciences III (1994/95, 1999/2000) *   Measure-theoretical Foundations of Probability (1998/99) *   Optimization I (1998) *   The Analysis Lab (1998/99, 2004) *   Materials in German:   (1998/99: List of topics)  *  (2004: Regulations)  *  (2004: List of topics)  *  (2004: Preprint volume)

Propaedeutic courses: *   Foundations of Mathematics (1997/98, 1998/99, 1999/2000, 2000/01)

march 1, 2023   // home / scientific data / teaching overview