UW Department
of Applied Mathematics


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Nicholas Cain

Graduate Student

Address:
University of Washington
Department of Applied Mathematics
Box 352420
Seattle, WA 98195-2420
USA
Phone: 206-685-9395
Fax: 206-685-1440
E-mail: nicain at amath washington edu
Office: Guggenheim Hall 407 (29)


Biographical Information

I was born in Fairbanks, Alaska, and moved to sunny Tacoma, WA at a young age. Many years went by, until I arrived at Davidson College in Carlotte, North Carolina, before I discovered the joys of mathematics and my life really began. As of March '09, I am a third-year graduate student in the Department of Applied Mathematics, at the University of Washington. You can find out more on Facebook, or just stop by Guggenheim and say hello!

Research Interests

My research focuses on modeling simple decision tasks in using a variety of mathematical techniques, ranging from bifurcation analysis of systems of ordinary differential equations, to analysis of stochastic systems using a variety of methods. In particular, my current research area involves neural integration and the drift-diffusion model (DDM). In the area of cognitive neuroscience, the drift-diffusion model (DDM) has been proposed for many years as a model to explain observations in the two-alternative forced-choice (2AFC) task. Implicit in this model is a neural mechanism implementing the mathematical operation of integration. I study some of the important challenges that must be overcome to implement such a model in the brain, some possible strategies that have recently been suggested in the literature, and the impact of these strategies on predictions from model.

Papers

Presentations

Honors and Awards

Teaching


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