Return to Colloquia & Seminar listing
Optimal orientation in branched cytoskeletal networks
Mathematical Biology| Speaker: | Jennifer Schwarz, Syracuse University |
| Location: | 2112 MSB |
| Start time: | Wed, Dec 1 2010, 3:10PM |
Description
Actin cytoskeletal protrusions in crawling cells, or
lamellipodia, exhibit various morphological properties such as two
characteristic peaks in the distribution of filament orientation with
respect to the leading edge. To understand these properties, using the
dendritic nucleation model as a basis for cytoskeletal restructuring,
a kinetic-population model with orientational-dependent branching
(birth) and capping (death) is constructed and analyzed. Optimizing
for growth yields a relation between the branch angle and filament
orientation that explains the two characteristic peaks. The model also
exhibits a subdominant population that allows for more accurate
modeling of recent measurements of filamentous actin density along the
leading edge of lamellipodia in keratocytes. Finally, we explore the
relationship between orientational and spatial organization of
filamentous actin in lamellipodia and address recent observations of a
prevalence of overlapping filaments to branched filaments---a finding
that is claimed to be in contradiction with the dendritic nucleation
model.
