Research

Projects (Past, Present, and Future)

1. Sets Arising as Minimal Additive Complements in the Integers (slides, CANT)
2. I participated in the 2018 SMALL REU at Williams College. I presented on my work at the 2018 Young Mathematicians Conference and will present at the 2018 Integers conference:
   • Eigenvalue Distributions of Kronecker Random Matrices (poster, YMC)
   • Graph Restriced Decompositions: A Further Generalization of Zeckendorf's Theorem (slides, YMC)
   • Graph Restriced Decompositions: A Generalization of Zeckendorf's Theorem (slides, Integers)


3. Visualizing The Schwarzian Derivative
   as part of the Lab of Geometry at Michigan (LOG(M)).
4. In high school I worked on a project with Michael Zieve.