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Work Package 4

Partial Differential Equations for dispersal on population networks

This project in the HESCOR initiative focuses on modeling human dispersal across population networks using partial differential equations (PDEs) and numerical simulations. It involves applying advanced mathematical methods like finite element, finite difference, or spectral methods to simulate human population dynamics. This approach provides a deep understanding of human movement patterns and their underlying mechanisms, contributing significantly to the field of human-environment interactions.

Researchers and Principal Investigators

Brockmann, Max

Researcher WP4

Phone: +49 221 470-6077

E-Mail: brockmannSpamProtectionmath.uni-koeln.de

Division of Mathematics

Phone: +49 221 470-2954

E-Mail: ggassnerSpamProtectionuni-koeln.de

Division of Mathematics

Phone: +49 221 470-6080

E-Mail: akunothSpamProtectionuni-koeln.de

Division of Mathematics