Department of Mathematics,
University of California San Diego
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Math 218: Seminar in Mathematics of Complex Biological Systems
Harish Kannan
UCSD
Emergent features and pattern formation in dense microbial colonies
Abstract:
Growth of bacterial colonies on solid surfaces is commonplace; yet, what occurs inside a growing colony is complex even in the simplest cases. Robust colony expansion kinetics featuring linear radial growth and saturating vertical growth in diverse bacteria indicates a common developmental program, which will be elucidated in this talk using a combination of findings based on modeling and experiments. Agent-based simulations reveal the crucial role of emergent mechanical constraints and spatiotemporal dynamics of nutrient gradients which govern observed expansion kinetics. The consequences of such emergent features will also be examined in the context of pattern formation in multi-species bacterial communities. Future directions and opportunities in theoretical modeling of such pattern formation systems will be discussed.
February 13, 2025
2:00 PM
APM 7321
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