My research interests lie in geometric evolution equations and geometric analysis. This is an active area where problems allow one to use a wide variety of techniques from analysis, PDE theory, differential geometry and topology. Often it is the combination of several of these tools which proves the most fruitful. More specifically, I focus on smoothness questions in mean curvature flow, curve shortening flow and Ricci Flow, three geometric PDEs that have found applications in many fields. 

Outside of my work in the Math Department I am also an Assistant Coach with Wellesley Cross Country and Track and Field.