minus plus magnify speech newspaper atomic biology chemistry computer-science earth-science forensic-services globe info math matrix molecule neuroscience pencil physics pin psychology email share atsign clock double-left-chevron double-right-chevron envelope fax phone tumblr googleplus pinterest twitter facebook feed linkedin youtube flickr instagram

Colloquium-Rana Parshad

Speaker: Rana Parshad, Iowa State University Location: LD 229

Mathematics of Biological Control via Additional Food


Biological control, the use of predators and pathogens to control target pests, is a promising alternative to chemical control. It is hypothesized that the introduced predators efficacy can be boosted by providing them with an additional food source. The current literature claims that if the additional food is of sufficiently large quantity and quality then pest eradication is possible in finite time. We show that pest eradication will occur only in infinite time, and derive decay rates to the extinction state. We posit a new modeling framework to yield finite time pest extinction. We also discuss the role of predator and prey evolution. Our results have large scale implications for the effective design of biological control methods involving additional food.


Dr. Rana Parshad is an Assistant Professor in the Department of Mathematics at Iowa State University. He did his bachelors degree in Math from NYU, and masters degree in applied math from the University of Maryland. His PhD is from Florida State University in 2009. His research interests are in the analysis and modeling of differential equation models for population dynamics. In particular, he is most interested in invasive species spread and control. His current and past work is funded by the NSF.

Hosted by: Leonid Rubchinsky

Give Now