Scott Neville is an RTG postdoctoral researcher at the University of Oregon mathematics department. He completed his PhD at the University of Michigan in 2025 and has recently held positions at ICERM and LACIM. His research focuses on using computation and algorithms to better understand algebraic combinatorics, with a recent emphasis on cluster algebras.

Explore quiver mutations - transformations of directed graphs with applications across mathematics. Examine mutation cycles, their challenges for greedy algorithms, and new invariants that can quickly determine whether two quivers are mutation equivalent.