Department of Mathematics
"A mathematical modelling approach of Quorum Sensing"
Abstract: Quorum sensing, a special kind of cellcell
communication, has originally been described for well-mixed homogeneous
bacterial cultures. However, recent perception supports its ecological
relevance for spatially heterogeneous distributed cells, like colonies and
experimental techniques allow for single cell analysis under these conditions, which is crucial to understanding the effect of chemical
gradients and intercell variations. Based on a reaction-diffusion system,
we develop a method that drastically reduces the computational complexity of the model. In comparison to similar former approaches, handling and scaling is much easier. Via a suitable scaling, this approach leads to approximative algebraic equations for the stationary case. This approach can be easily used for numerical situations.
Date: Monday, April 18, 2016
Place: Mathematics Seminar Room, SA-141
Tea and cookies will be served before the seminar.
All are cordially invited