Kathryn A. Lindsey

activity

20062023

most citedFlat surface models of ergodic systems

15 citations · 43 across the 20 of their papers we have counts for

collaborators

Showing 2016Show all

3 papers · 1 filter

math.CV2016

Fekete polynomials and shapes of Julia sets

Kathryn A. Lindsey, Malik Younsi

We prove that a nonempty, proper subset $S$ of the complex plane can be approximated in a strong sense by polynomial filled Julia sets if and only if $S$ is bounded and $\hat{\math…

math.DS2016

Shapes of polynomial Julia sets, revisited

Kathryn A. Lindsey

Any finite union of disjoint, mutually exterior Jordan curves in the complex plane can be approximated arbitrarily well in the Hausdorff topology by polynomial Julia sets. Furtherm…

math.DS2016

Convex shapes and harmonic caps

Laura DeMarco, Kathryn Lindsey

Any planar shape $P \subset C$ can be embedded isometrically as part of the boundary surface $S$ of a convex subset of $R^{3}$ such that $\partial P$ supports the po…