13 citations · 27 across the 16 of their papers we have counts for
18 papers · 1 filter
Translating Annuli for Mean Curvature Flow
David Hoffman, Francisco Martín, Brian White
We construct a family of complete, properly embedded, annular translators such that lies in a slab and is invariant under reflections in the vertical coordinate planes. Eac…
Morse-Radó Theory for Minimal Surfaces
David Hoffman, Francisco Martín, Brian White
For a class of functions (called minimal Radó functions) that arise naturally in minimal surface theory, we bound the number of interior critical points (counting multiplicity) in…
Nguyen's Tridents and the Classification of Semigraphical Translators for Mean Curvature Flow
David Hoffman, Francisco Martín, Brian White
We construct a one-parameter family of singly periodic translating solutions to mean curvature flow that converge as the period tends to to the union of a grim reaper surface a…
Scherk-like Translators for Mean Curvature Flow
David Hoffman, Francisco Martín, Brian White
We prove existence and uniqueness for a two-parameter family of translators for mean curvature flow. We get additional examples by taking limits at the boundary of the parameter sp…
Notes on translating solitons for Mean Curvature Flow
David Hoffman, Tom Ilmanen, Francisco Martín +1
The purpose of these notes is to provide an introduction to those who want to learn more about translating solitons for the mean curvature flow in , particularly thos…
Limiting behavior of sequences of properly embedded minimal disks
David Hoffman, Brian White
We develop a theory of "minimal -graphs" and characterize the behavior of limit laminations of such surfaces, including an understanding of their limit leaves and their curvatur…