- Series
- Applied and Computational Mathematics Seminar
- Time
- Monday, February 27, 2012 - 2:05pm for 1 hour (actually 50 minutes)
- Location
- Skiles 006
- Speaker
- Marcus Roper – UCLA Mathematics Dept.
- Organizer
- Silas Alben
Although fungi are the most diverse eukaryotic organisms, we
have only a very fragmentary understanding of their success in so many
niches or of the processes by which new species emerge and disperse. I
will discuss how we are using math modeling and perspectives from
physics and fluid mechanics to understand fungal life histories and
evolution:
#1. A growing filamentous fungi may harbor a diverse population of
nuclei. Increasing evidence shows that this internal genetic
flexibility is a motor for diversification and virulence, and helps
the fungus to utilize nutritionally complex substrates like plant cell
walls. I'll show that hydrodynamic mixing of nuclei enables fungi to
manage their internal genetic richness.
#2. The forcibly launched spores of ascomycete fungi must eject
through a boundary layer of nearly still air in order to reach
dispersive air flows. Individually ejected microscopic spores are
almost immediately brought to rest by fluid drag. However, by
coordinating the ejection of thousands or hundreds of thousands of
spores fungi, such as the devastating plant pathogen Sclerotinia
sclerotiorum are able to create a flow of air that carries spores
across the boundary layer and around any intervening obstacles.
Moreover the physical organization of the jet compels the diverse
genotypes that may be present within the fungus to cooperate to
disperse all spores maximally.