O. (odo) Diekmann
Mathematics - Mathematical Institute - Mathematical Modeling
Utrecht University
Netherlands
Biography
Modelling of structured biological populations: growth, interaction (including infectious agents) and spatial spread. Recent interest in the theory of evolution through natural selection. Semigroups of bounded linear operators on (dual) Banach spaces and their generators, with applications in population dynamics and the theory of delay differential equations. Dynamical Systems in finite and infinite dimensions
Research Interest
Toegepaste Analyse
Publications
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Diekmann, Odo & Korvasová, Karoĺna (01.01.2016). Linearization of solution operators for state-dependent delay equations - A simple example. Discrete and Continuous Dynamical Systems, 36 (1), (pp. 137-149) (13 p.).
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Leung, Ka Yin & Diekmann, Odo (20.06.2016). Dangerous connections - on binding site models of infectious disease dynamics. Journal of Mathematical Biology, (pp. 1-53) (53 p.).
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Pfab, Ferdinand, Diekmann, Odo, Bhattacharya, Souvik & Pugliese, Andrea (2017). Multiple coexistence equilibria in a two parasitoid-one host model. Theoretical Population Biology, 113, (pp. 34-46). Copyright © 2016. Published by Elsevier Inc..
