Parameter-Preserving Model Order Reduction of Dynamical Systems

发布者:闻天明发布时间:2019-10-08浏览次数:10

Speak:    Dr. Peter Benner

Time:      15:30-16:30, Oct. 18

Location:  SIST 1C101

Host:      Prof. Qifeng Liao

Abstract:

We discuss the model order reduction problem for parameter-dependent dynamical systems. We survey some approaches suggested in the previous decade as well as some recent developments. Their main differences as well as their commonalities will be emphasized. We will also illustrate the performance of various methods for real-world problems from different application areas.

 Bio:

Research Experience
 2013
_ 2014 Managing Director of the Max Planck Institute for Dynamics of Complex Technical Systems, Magdeburg
 Since 2011 Honorarprofessor (Adjunct Professor), Otto von Guericke U Magdeburg
 Since 2010 Director and Scientific Member of the Max Planck Institute for Dynamics of Complex Technical Systems, Magdeburg
 Since 2010 Head of research group
_ Mathematics in Industry and Technology_ , TU Chemnitz
 2003
_ 2010 Full Professor _ Mathematics in Industry and Technology_ , TU Chemnitz
 2002
_ 2003 Lecturer at the Institute for Mathematics, TU Berlin
 2001
_ 2002 Visiting Associate Professor, TU Hamburg-Harburg
 1997
_ 2001 Assistant Professor at the Center for Industrial Mathematics, U Bremen

Education
 2001 Habilitation/Venia Legendi in Mathematics, U Bremen
 1997 PhD in Mathematics, TU Chemnitz-Zwickau
 1993 Diplom in Mathematics with minor in Economics, RWTH Aachen

Honors

2018 J. Tinsley Oden Faculty Fellowship, U Texas at Austin

2017 SIAM Fellow (Class of 2017)

2015 Distinguished Professor, Shanghai U

2010 Guest Professorship U Littoral Cte d_ Opale, Calais

1993 Springorum-Denkmnze of RWTH Aachen for excellent diploma thesis

Sist seminar 18207