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Invariant Set of the Lorenz System Show image information
Attractor of the Mackey-Glass Equation Show image information
Unstable manifold of the Kuramoto-Sivashinsky equation Show image information
Petersen Graph Show image information

Invariant Set of the Lorenz System

Attractor of the Mackey-Glass Equation

Unstable manifold of the Kuramoto-Sivashinsky equation

Petersen Graph

Chair of Applied Mathematics

Professor Dr. Michael Dellnitz

The primary strength of this chair is the development of efficient algorithms for the numerical treatment of Dynamical Systems and Optimization Problems. Research activities concentrate on both theoretical aspects of these algorithms and their numerical realization.

Research activities:

Current research projects:

it's OWL
it's OWL - Intelligent Technical Systems Ostwestfalen Lippe

Our projects: Self-optimization; Resource-efficient, self-optimizing industrial laundry

DFG Priority Programme 1962
DFG Priority Programme 1962 "Non-smooth and Complementarity-based Distributed Parameter Systems

Our project: Multiobjective Optimal Control of Partial Differential Equations Using Reduced-Order Modeling

DFG Priority Programme 1881
DFG Priority Programme 1881 "Turbulent Superstructures

Our project: Understanding and utilising relationships between coherent structures and almost invariant sets in function space

Further information:
Head

Prof. Dr. Michael Dellnitz

Chair of Applied Mathematics

Michael Dellnitz
Phone:
+49 5251 60-2649
Fax:
+49 5251 60-4216
Office:
TP21.1.27

Secretary

Marianne Kalle

Chair of Applied Mathematics

Phone:
+49 5251 60-2658
Fax:
+49 5251 60-4216
Office:
TP21.1.27

Office hours:

Mo.-Fr. 08:00-12:00 Uhr

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