W. Hamilton

most citedOn the behavior of

1

-Laplacian Ratio Cuts on nearly rectangular domains

1 citations · 1 across the 1 of their papers we have counts for

collaborators

2 papers

math.CO2020

A Graph Spectral Flow for Computing Nodal Deficiencies

Wesley Hamilton

In this paper we propose a spectral flow for graph Laplacians, and prove that it counts the number of nodal domains for a given Laplace eigenvector. This extends work done for Lapl…

math.SP2020★ 1 cited

On the behavior of $1$ -Laplacian Ratio Cuts on nearly rectangular domains

Wesley Hamilton, Jeremy L. Marzuola, Hau-tieng Wu

Given a connected set $Ω_{0} \subset R^{2}$ , define a sequence of sets $(Ω_{n})_{n = 0}^{\infty}$ where $Ω_{n + 1}$ is the subset of $Ω_{n}$ where the first eigenfunction of the (prop…

A Graph Spectral Flow for Computing Nodal Deficiencies

On the behavior of 1-Laplacian Ratio Cuts on nearly rectangular domains

On the behavior of $1$ -Laplacian Ratio Cuts on nearly rectangular domains