|
Time:
Wednesday, April 9, 2003 at 4:00 pm
Place: 102 DeBartolo Hall
Speaker: Prof. Dale Kaiser, Professor of Biochemistry
From: Department of Biochemistry, Stanford University
Topic: Dynamics of Pattern Formation
Abstract:
How do cells cooperate to build accurately shaped multicellular structures?
Myxobacteria offer an experimental system to answer this question that
is amenable to genetic and behavioral studies. They migrate as an organized
swarm for feeding. Swarming genetic studies have shown that Myxococcus
xanthus cells are propelled by two polar gliding engines, a pulling
engine on one end and a pushing engine of the other. We are trying to
develop a model of swarm behavior in terms of the mechanical properties
of the two engines. When myxobacteria exhaust their food sources, they
stop swarming and move to construct multicellular fruiting bodies. Building
requires cell-cell signaling and leads to cell differentiation. Fruiting
body development parallels the early stages of long bone development in
vertebrates, for example. As fruiting body develop, heaps of cells form
train of traveling waves. The waves decay as the rounded aggregates of
cells enlarge, as if cells can leave wave crests by stopping on an early
aggregate. Both the wave and aggregation patterns depend on the C-signal,
a 17 kDa, surface-bound morphogenetic protein. In collaboration with Oleg
Igoshin and George Oster, we have developed a mathematical model of cell
movement and signaling in the traveling waves that agrees with the recorded
trajectories of rippling cells (1,2). The wave model depends on signaling
by cell-contact, rather then diffusible morphogens. The challenge is how
to extend the signaling model into the realm of aggregation.
(1) Igoshin,
O., Mogilner, A., Welch, R., Kaiser, D., and Oster, G. (2001) Pattern
formation and traveling waves in myxobacteria: Theory and modeling. Proc.
Natl. Acad. Sci. USA 98: 14913 - 14918.
(2). Welch, R., and Kaiser, D. (2001) Cell behavior in traveling wave
patterns of myxobacteria. Proc. Natl. Acad. Sci. USA 98:
14907 - 14912.
|