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EuroMech 422 Pattern Formation by Swimming Micro-Organisms and Cells

December 3-5, 2001

Leeds, United Kingdom

Applied Mathematics

Host: Applied Mathematics Department of the University of Leeds
Homepage: http://www.amsta.leeds.ac.uk/Euromech422/, http://www.newton.cam.ac.uk/programs/ICB/icbw02.html
Email: info@newton.cam.ac.uk

Organizers: Dr NA Hill

Description:
This meeting is a Euromech Colloquium and will cover recent research on the behaviour and pattern formation by populations of micro-organisms, (e.g. bacteria, algae and slime moulds), as well as by motile cells (such as leukocytes and endothelial cells) which are parts of higher organisms and form structures during growth and in disease. The meeting will promote the sharing of ideas and techniques between the groups, both mathematical and experimental, working in these different areas. Common themes are expected to be

the mechanics of locomotion by pattern forming cells, on a substrate or swimming freely, and the use of random walk theory to describe individual trajectories and derive continuum models.

The topics will include:

1.Pattern formation by micro-organisms on gels, e.g. the swarming of bacteria. 2.Bioconvection, i.e. pattern formation by suspensions of swimming micro-organisms. 3.Patchiness in oceanic plankton populations. 4.Slime moulds. 5.Physiological pattern formation, e.g. angiogenesis and chemotaxis of leukocytes.

Date received: November 20, 2001


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