21 citations · 78 across the 22 of their papers we have counts for
4 papers · 1 filter
The Steklov spectrum of convex polygonal domains I: spectral finiteness
Emily B. Dryden, Carolyn Gordon, Javier Moreno +2
We explore the Steklov eigenvalue problem on convex polygons, focusing mainly on the inverse Steklov problem. Our primary finding reveals that, for almost all convex polygonal doma…
Applications of possibly hidden symmetry to Steklov and mixed Steklov problems on surfaces
Teresa Arias-Marco, Emily B. Dryden, Carolyn S. Gordon +3
We consider three different questions related to the Steklov and mixed Steklov problems on surfaces. These questions are connected by the techniques that we use to study them, whic…
Some recent developments on the Steklov eigenvalue problem
Bruno Colbois, Alexandre Girouard, Carolyn Gordon +1
The Steklov eigenvalue problem, first introduced over 125 years ago, has seen a surge of interest in the past few decades. This article is a tour of some of the recent developments…
Spectral geometry of the Steklov problem on orbifolds
Teresa Arias-Marco, Emily B. Dryden, Carolyn S. Gordon +3
We consider how the geometry and topology of a compact -dimensional Riemannian orbifold with boundary relates to its Steklov spectrum. In two dimensions, motivated by work of A.…