Universität Heidel­berg
Fakultät für Mathematik und Informatik




Institut fur Anfewandte Mathematik
   
    

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Third-Party Funding

  • Verbundprojekt "GOSSIP: Nichtlineare gemischt-ganzzahlige Optimierung und Optimale Steuerung stark gekoppelter Industrieprozesse" (BMBF-Programm "Mathematik fuer Innovationen in Industrie und Dienstleistungen")

  • Verbundprojekt "PARAPLUE: PARAmeterschaetzung und Optimale VersuchsPLanung fur nichtlineare instationaere Prozesse der Industrie unter Unsicherheiten und Echtzeitbedingungen" (BMBF-Programm "Mathematik fuer Innovationen in Industrie und Dienstleistungen")

  • Verbundprojekt "NOVOEXP: Numerische Optimierungsverfahren fuer die Parameterschaetzung und den Entwurf optimaler Experimente unter Beruecksichtigung von Unsicherheiten fuer die Modellvalidierung verfahrenstechnischer Prozesse der Chemie und Biotechnologie" (BMBF-Programm "Mathematik fuer Innovationen in Industrie und Dienstleistungen"

  • "Towards Optimum Experimental Design for Partial Differential Equations" (DFG-SPP 1253 "Optimisation with Partial Differential Equations")

  • "Sensitivitaetsanalyse, Parameterbestimmung und Modellvalidierung fuer komplexe biologische Prozesse" (LOEWE-Zentrum "Synthetische Mikrobiologie")

Industrial Projects
  • Methods for Identification of Stability Parameters of Enzymes and Design of Optimal Experiments (with Degussa-Huels)

  • Numerical Methods for Non-Standard Problems of Optimal Control in Chemical Engineering and Biotechnology (with BASF)

  • Modelling, Sensitivity Analysis and Parameter Estimation of the Dynamics of an Industrial Production Process (with German Bayer)

  • Globally Convergent Gauss-Newton Method for Determination of Strongly Disturbed Injection Orbits (under the contract of European Space Operations Centre)

  • Mathematical Methods for Robot Calibration under Model Uncertainties (with Battenberg ROBOTIC)

  • Direct Optimal Control Methods for a Centralized Approach to Separation Management (with DFS Deutsche Flugsicherung GmbH)

Application-Oriented Fundamental Research Projects
  • Structure and Parameter Identification and Design of Optimal Experiments for Metabolic Networks in Cells (Priority Research Programme of the State Baden-Wuerttemberg "Methods for Modelling and Diagnostics of Bio-systems")

  • Optimal Control of Periodic Adsorption Processes via a Reduced Newton-Picard Scheme (in DFG-Priority Research Programme 1253 "Optimization with Partial Differential Equations")

  • Robust Optimum Experimental Design for Parameter Estimation in Transport-Reaction Models for Soil Column Experiments (in DFG Collaborative Research Center (SFB) 359)

  • Nonlinear Modelling and Parameter Estimation for Fokker- Planck-Equation with Application to Simulation and Forecasting of Exchange Rates (with S. Jaeger, BASF)

  • Optimal Control of Population Dynamics Models for AIDS Prevention (with V. Veliov, Institute for Business Mathematics, TU Vienna)

  • Self-Organization of Min Proteins in E. Coli (with B. Eckhardt, J. Herwig, U Marburg)

  • Modeling of Reversals of Myxococcus Xanthus (with L. Sogaard-Andersen, P. Lenz, S. Dahlke, A.Herzog, U Marburg)

  • Modeling of Molecular Mechanisms and Benefits Driving Phenotypic Heterogeneity of Isogenic Sinorhizobium Meliloti Populations (with A. Becker, U Marburg, P. Pfaffelhuber, U Freiburg)

  • Mathematische Modellierung und Modelvalidierung fuer biomechanische Modelle der Blutgefaesse (with Ch. Blase, A. Wittek, U Frankfurt)

  • Mathematische Modellierung und Modelvalidierung fuer aerodynamische Modelle (with L. Walter, French-German Research Institute of Saint-Louis)

     

     

     

     

Last update 30.10.2015