Department of Mathematics and Statistics

Universität Konstanz

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Prof. Dr.
Johannes Schropp

Address   University of Konstanz
Department of Mathematics & Statistics
P.O. Box 195
78464 Konstanz
Curriculum vitae
Teaching
Research
Projects and Prizes
Miscellaneous
Phone 07531 / 88-2786
Fax 07531 / 88-3036
E-Mail Johannes.Schropp@uni-konstanz.de
This page http://www.math.uni-konstanz.de/~schropp/
Office F 430

 Curriculum vitae
 
date of birth:   15.4.1961
confession: protestantic
nationality: german
family status: married, 3 children
June 1992 PhD Thesis: Langzeitverhalten dynamischer Systeme am Beispiel eines biologischen Abbauprozesses, University of Konstanz
July 1997 Habilitation Thesis: Dynamische Systeme in der allgemeinen Minimierung, University of Konstanz
March - May 1998 Guest Researcher at the University of Calgary, Canada
April 2002 - March 2005 full professor representation at the University of Cologne
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 Teaching
 
summer term 2024:  

Numerical Analysis of partial differential equations II (joint lecture with S. Frei) info

Mathematics for Economists II info

 

winter term 23/24:

Mathematics for economists I info

Precourse to Mathematics for economists I info

Numerical Analysis of stochastic Differential Equations info

Seminar Numerical Analysis (Meeting 24.10.2023, 3.15 pm, location and infos to follow)

 

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 Research
 
Research interests:
  • Mathematics in personalized Medicine
  • Optimal control and optimal dosing
  • Modeling and Simulation in Pharmacology (PKPD)
 
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  Projects and Prizes
 
Prizes:
  • Dornier-Prize, October 1994
Projects:
  • OptiThyDose: Intelligent Digital Decision Support Tool to Personalize Dosing for Children with Thyroid Diseases. Investor: Botnar Research Center for Health (BRCCH) project details
  • Industry-Project, Pharmacokinetics/Pharmacodynamics modelling in drug design, Investor: ALTANA-Pharma AG
 
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Miscellaneous
 
  • Member ISoP SIG Mathematical and Computational Sciences Steering Committee

  • Cooperations with Pharmaceutical Sciences (Topics): Drug-Drug Interaction, Target Mediated Drug Design, Personalized Medicine, Optimal Drug Dosing using optimal control, Delay and Lifespan based Models

 
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last changes   September, 1st 2023