University of Kansas
Ph.D. in Mathematics (expected)
Ph.D. in Mathematics (expected)
B.S. in Mathematics with Honors
Selected as one of thirty undergraduate mathematics majors worldwide to participate in the IAS Park City Mathematics Institute outreach program in quantum computation. Participated in research project with three other undergraduates on the convergence rates of continued fractions and presented the results at the summer school.
Continuation of my research from my Summer Undergraduate Research Fellowship into my honors thesis. I loosened the assumptions on the proof for dimer models and quivers with potential and classified the cases where loosening the assumptions further leads to counterexamples. Some of the mentioned claims can be found in the 2024 Maurice Auslander Distinguished Lectures and International Conference, presented by my advisor.
Participated in research project with three other undergraduates to investigate and compare the convergence rates of decimal and continued fraction approximants of numbers in [0, 1].
I proved that a variant of urban renewal of dimer models induces mutations of quivers with potential at 4-valent vertices. I also modified Dr. Bernhard Keller's Java application to compute mutation classes of quivers by mutating quivers only at 4-valent vertices to study the resultant mutation classes.
Talk at Joint Mathematics Meetings, San Francisco, CA
Poster presentation at Pacific Undergraduate and Creativity Conference, Stockton, CA
Instructor at University of Kansas
Grader at University of Kansas
Lecturer at Pacific Math Club
Lecturer at Pacific Math Club
Teaching assistant at University of the Pacific
Teaching Assistant at Art of Problem Solving Online School
Maintained semester GPA of 3.5 or higher.
One of five awardees of University of the Pacific's SURF program for faculty-mentored research.