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Contact

Room
4101
Phone
+49 30 84185-282
Email

Projects

Projects as Head

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Empirical Bayes methods in systems medicine

One of the main goals of mathematical modeling related to medical applications is to obtain patient-specific parametrizations and model predictions. In clinical practice...

Empirical Bayes methods in systems medicine
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Modelling Inflamed Arthritic Joints

The purpose of the project is the development of an in vitro and in silico model for arthritis research in order to reduce the use of laboratory animals for in vivo...

Modelling Inflamed Arthritic Joints
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Gait Analysis for Quadruped Animals

For understanding the gait of quadruped animals, the measurement of ground contact positions and forces is of utmost importance. We are investigating novel designs for...

Gait Analysis for Quadruped Animals
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Dynamic Multi-modal Knee Joint Registration

Changes in limb or joint anatomy (e.g., due to injury or surgery) may lead to functional impairment. Accurate measurement of skeletal kinematics provides the key to...

Dynamic Multi-modal Knee Joint Registration

Projects as Member

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Elastic Shape Analysis on Manifolds

This project deals with spaces of manifold-valued curves and associated shape spaces, and is based on Riemannian tools for elastic shape analysis. We plan to study...

Elastic Shape Analysis on Manifolds
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Computation of Treatments for Infertility Related Endocrinological Diseases

Infertility affects 12% to 15% of reproductive age couples in Europe, costs approximately 1 billion Euros per year, and experts agree that these figures will double in a...

Computation of Treatments for Infertility Related Endocrinological Diseases
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Mathematical Modelling of Tuberculosis in Cameroon

Tuberculosis (TB) is a preventable and curable disease caused by Mycobacterium tuberculosis (Mtb) that most often affects the lungs. Mtb’s infection can remain latent...

Mathematical Modelling of Tuberculosis in Cameroon