5th-year math PhD student
Office hours: (Summer A-term '19) T 1-2, Th 2-3, F 4-4:50 or by appointment
My research is in complex analysis, working under Steffen Rohde. I study conformal mappings, the zipper algorithm and Loewner energy. I am also interested in Belyi functions, Shabat polynomials and their connections to complex analysis and number theory. Side interests include the Gaussian Free Field, Schramm-Loewer Evolution and probability theory. I previously worked in convex geometry in the flavor of Richard Gardner, my advisor at WWU.
I am a full-blooded Washingtonian and have a BS and MS in math from Western Washington University. I've been studying at UW since 2013, aside from a year off in 2015-2016 to teach in Bangladesh.
I love teaching and I really enjoy math; I can say with J.J. Sylvester, "I really love my subject." I appreciate the deep aesthetic nature of mathematics; I do not believe that we should sharply distinguish between math and art. Betrand Russell once said that mathematics has "a beauty cold and austere, like that of sculpture," but I see it as something richer, more like a symphony or a great violin concerto.
In my free time I enjoy reading, running, studying languages, photography, cooking and spending time with friends. Also, a signficant aspect about me is that I am a Christian. I am so thankful that Jesus is (slowly) changing me. I worship at Trinity Church Seattle.