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International Conference on Mathematical Biology and

Annual Meeting of The Society for Mathematical Biology,

July 27-30, 2009

University of British Columbia, Vancouver

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Program

MSA2Friedman 153;   10:15 am - 12:15 pm, July 27
TitleFrom individual to population level models for cell motility
OrganizersRuth Baker
University of Oxford
Matthew Simpson
University of Melbourne
AbstractCell migration is fundamental to the development and maintenance of multicellular organisms; unregulated migration can lead to a number of diseases, making the management of cell migration one of the most important topics in biology. The role of various cues in directing cell migration is widespread, in particular the role of signals in the environment in the control of cell motility and directional guidance. In many cases, particularly in developmental biology, growth of the domain also plays a large role in the distribution of cells and in some cases, cell or signal distribution may actually drive domain growth.

The aim of this minisymposium is to discuss a number of approaches for modeling cell motility on the individual level and their correspondence with classical models for cell movements on a population level.
Speaker 1Matthew Simpson
University of Melbourne
Multi-scale tools for interpreting experimental cell biology data
Speaker 2Arnaud Chauviere
Technische Universität Dresden
Cell migration features in glioma tumor invasion
Speaker 3Pavel Lushnikov
University of New Mexico
Macroscopic dynamics of biological cells interacting via chemotaxis and direct contact
Speaker 4Ruth Baker
Centre for Mathematical Biology, University of Oxford
Comparing deterministic and stochastic models for cell motility and domain growth

-- Minisymposium talks are scheduled for 30 min each, including time for questions.