Prof.dr. O. Diekmann

Update Persondata

• applied
• dynamics
• epidemiology
• mathematics
• population

Active as

Publications

(the most recent at the top)

Equations with infinite delay: blending the abstract and the concrete

The protective effects of temporary immunity under imposed infection pressure

Dynamic concurrent partnership networks incorporating demography

On the formulation of epidemic models (an appraisal of Kermack and McKendrick)

Modeling non-inherited antibiotic resistance

All publications..

Current research

(the most recent research is at the top)
Supervisor	The impact of concurrency on the spread of sexually transmitted infections: a mathematical modelling approach
Project leader	Analysis

Completed research projects

(the most recent research is at the top)
Researcher	Numerical algorithms in bio-informatics
Supervisor	Mathematical aspects of infectious disease dynamics
Project leader	Evolutionary dynamics

Classification

D11000	Mathematics