Primarily, Amanda has worked in non-linear dynamics and chaos, developing the concept of anti-integrability. She is now expanding her work towards mathematical modeling within the fields of evolution, ecology, and social dynamics using both discrete and continuous approaches. In her current position, she also teaches large undergraduate courses and mentors a handful of undergraduates in their academic pursuits. In her free time, Amanda enjoys hiking, running, reading, traveling, and crafting.
PhD in Applied Mathematics
University of Colorado, Boulder
Masters in Applied Mathematics
University of Colorado, Boulder
BS in Mathematics
Stony Brook University