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I am a third year graduate student in the University of Washington's math department advised by Cynthia Vinzant. My research interests broadly lie in combinatorics, real algebraic geometry, and optimization.
I completed my undergraduate degree in Applied Math and Computer Science at Brown University, where I wrote an honors thesis under the guidance of Caroline Klivans, proving the primary decomposition of the ideal generated by flip moves in a grid graph.
Research
Research
Papers
Papers
A Computational Commutative Algebra Approach to Tilings (honors thesis, pdf).
Enabling equation-free modeling via diffusion maps, with Jacob Ruth, Clayton Sanford, Rebecca Santorella, Bjorn Sandstede, and Paul Carter, submitted for publication.