Dynamical Systems in Mathematical Biology: Epidemiology, Population Dynamics, and Reaction Networks
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Organizer(s): |
Name:
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Affiliation:
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Country:
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Burcu Gürbüz
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Johannes Gutenberg-University Mainz
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Germany
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Eugenia Franco
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University of Bonn
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Germany
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Nicola Vassena
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Leipzig University
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Germany
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Introduction:
| | This special session aims to promote interdisciplinary dialogue and bring together researchers from various communities to develop novel insights into the dynamics of biological systems from analytical and computational perspectives. The session broadly focuses on the analysis of dynamical systems arising in mathematical biology, emphasizing the role of nonlinear differential equations in modeling complex biological behavior. Topics include stability theory, bifurcation analysis, reaction-diffusion systems, and delay differential equations, with applications ranging from biochemical reaction networks to transmission and population dynamics. The session highlights multiscale and hybrid modeling approaches, as well as data-driven techniques that link theoretical analysis with biological data.
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