I am a 5th year mathematics graduate student and a PhD candidate at Emory University.
Advisor: Ron Gould.
Curriculum Vitae: Keller_CV.pdf.
My research interests lie in extremal and structural graph theory. Recently, I have been studying different conditions sufficient to imply that a large enough graph must contain a certain number of cycles or chorded cycles.
Outside of Mathematics, I enjoy playing violin and piano, reading thrillers, and playing RPGs.
Office Location: Math and Science Center, N406
Office Phone: 404-727-7581
Papers On Vertex-Disjoint Cycles and Degree Sum Conditions (with R. Gould and K. Hirohata). Submitted.
Degree Sum Conditions to Imply Cycles Presented at: Graduate Research Workshop in Combinatorics; University of Denver, July 2017
On Disjoint Cycles and Degree Conditions Presented at: 48th SE Int'l Conference on Combinatorics, Graph Theory, and Computing; FAU, March 2017 Discrete Mathematics Seminar; Kennesaw State University, Feb. 2017 Recent Advances in Linear Algebra and Graph Theory; UTC, March 2016
Emory University, Fall 2013-Spring 2017
Math 112 - Calculus 2, Instructor of Record - Syllabus
Math 111 - Calculus 1, Instructor of Record
Math 111L - Calculus 1 with Lab, Lab Instructor
Life Sciences Calculus 2, Teaching Assistant
Life Sciences Calculus 1, Teaching Assistant
Numerical Analysis 1 & Real Analysis 1, Grader