Technomathematics Group

Members of Technomathematics group


PD Dr. Raul Borsche

Office: 48-572

Phone: +49 (0)631 205 4491

E-mail: borsche(at)mathematik.uni-kl.de







M. Sc. Matthias Andres

Office: 48-570

Phone: +49 (0)631 205 4086

E-mail:andres(at)mathematik.uni-kl.de

Summer 2018

Höhere Mathematik: Numerik (für Ingenieure)

Winter 2017/18

Grundlagen der Mathematik I

Summer 2017

Grundlagen der Mathematik II

Modelling Seminar

Schülerinnentag 2017: Maximierung der Wurfweite eines Katapults

Winter 2016/17

Numerical Methods for Ordinary Differential Equations

Partial Differential Equations: An Introduction

KOMMS Modellierungswoche (Januar 2017, Oberwesel)

M.Sc. Gregor Corbin

Office: 48-566

Phone: +49 (0)631 205 4135

E-mail: corbin(at)mathematik.uni-kl.de

  1. G. Corbin, A. Hunt, F. Schneider, A. Klar, C. Surulescu; Higher-order models for glioma invasion: from a two-scale description to effective equations for mass density and momentum, 
    arXiv:1801.02842 [math.NA]

M.Sc. Cresente O. Cabahug

Office: 48-563

Phone: +49 (0)631 205 4412

E-mail: cabahug(at)mathematik.uni-kl.de

M.Sc. Nicolas Dietrich

Office: 48-552

Phone: +49 (0)631 205 4134

E-mail: ndietric(at)mathematik.uni-kl.de

Summer term 2018

Grundlagen der Mathematik II

 

[Translate to English:] Dipl.-Math. techn. Lisa Koch

[Translate to English:] Büro: 48-560

Tel: +49 (0)631 205 4081

E-Mail: koch(at)mathematik.uni-kl.de

 

SS 2018

  • Introduction to Systems and Control Theory
  • Einf. gew. Differentialgleichungen

WS 2017/2018

  • Prama Numerik
  • Numerical Methods in Control
  • (Optimal) Parametric Model Order Reduction
  • System Identification
  • Loewner matrices

M.Sc. Damla Koçoglu

Office: 48-561

Phone: +49 (0)631 205 2512

E-mail: kocoglu(at)mathematik.uni-kl.de

M.Sc. Thomas Marx

Office: 48-552

Phone: +49 (0)631 205 4134

E-mail: marx(at)mathematik.uni-kl.de

Summer 2018

Grundlagen der Mathematik II

M.Sc. Louisa Schlachter

Office: 48-554

Phone: +49 (0)631 205 2735

E-mail: schlacht(at)mathematik.uni-kl.de

  1. L. Schlachter, F. Schneider (2018).  A hyperbolicity-preserving stochastic Galerkin approximation for uncertain hyperbolic systems of equations.  Journal of Computational Physics. 375, 80-98.  [www] 
  2. F. Meyer, L. Schlachter, F. Schneider (2018).  A hyperbolicity-preserving discontinuous stochastic Galerkin scheme for uncertain hyperbolic systems of equations.  [www] 

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