Pam Sargent

activity

20162019

most citedRegularity of Harmonic Maps from Polyhedra to CAT(1) Spaces

3 citations · 4 across the 3 of their papers we have counts for

collaborators

4 papers

math.DG2019

Existence and classification of $S^{1}$ -invariant free boundary annuli and Möbius bands in $B^{n}$

Ailana Fraser, Pam Sargent

We explicitly classify all $S^{1}$ -invariant free boundary minimal annuli and Möbius bands in $B^{n}$ . This classification is obtained from an analysis of the spectrum of the…

math.DG2017★ 1 cited

Existence of harmonic maps into CAT(1) spaces

Christine Breiner, Ailana Fraser, Lan-Hsuan Huang +3

Let $φ \in C^{0} \cap W^{1, 2} (Σ, X)$ where $Σ$ is a compact Riemann surface, $X$ is a compact locally CAT(1) space, and $W^{1, 2} (Σ, X)$ is defined as in Korevaar-Schoen. We use the tec…

math.DG2016★ 3 cited

Regularity of Harmonic Maps from Polyhedra to CAT(1) Spaces

Christine Breiner, Ailana Fraser, Lan-Hsuan Huang +3

We determine regularity results for energy minimizing maps from an $n$ -dimensional Riemannian polyhedral complex $X$ into a CAT(1) space. Provided that the metric on $X$ is Lipschi…

math.DG2016

Index bounds for free boundary minimal surfaces of convex bodies