D. Hoffman

发表

Complete embedded minimal surfaces of finite total curvature

H. Karcher, D. Hoffman, 1995, math/9508213.

The computer-aided discovery of new embedded minimal surfaces

David Hoffman, Henri Matisse, D. Hoffman, 1987 .

A COMPLETE EMBEDDED MINIMAL SURFACE IN R3 WITH GENUS ONE AND 3 ENDS

W. Meeks, D. Hoffman, 1985 .

A complete embedded minimal surface in ${\bf R}\sp 3$ with genus one and three ends

W. Meeks, D. Hoffman, 1985 .

Boundary value problems for surfaces of constant Gauss Curvature

J. Spruck, D. Hoffman, H. Rosenberg, 1992 .

Embedded minimal surfaces with an infinite number of ends

W. Meeks, D. Hoffman, Michael J. Callahan, 1989 .

Properties of properly embedded minimal surfaces of finite topology

W. Meeks, D. Hoffman, 1987 .

THE GAUSS MAP OF SURFACES IN R n

R. Osserman, D. Hoffman, 2008 .

Morse-Rad\'o Theory for Minimal Surfaces

D. Hoffman, B. White, Francisco Mart'in, 2022, 2204.02024.

An embedded genus-one helicoid.

D. Hoffman, Michael Wolf, Matthias J. Weber, 2004, Proceedings of the National Academy of Sciences of the United States of America.

Adding handles to the helicoid

D. Hoffman, 1993, math/9307226.

A Family of Singly Periodic Minimal Surfaces Invariant under a Screw Motion

Michael J. Callahan, David Hoffman, Hermann Karcher, 1993, Exp. Math..

The Geometry of the Generalized Gauss Map

R. Osserman, D. Hoffman, 1981 .

Clay Mathematics Institute Summer School on the Global Theory of Minimal Surfaces

D. Hoffman, 2001 .

Surfaces of constant mean curvature in manifolds of constant curvature

D. Hoffman, 1973 .

Constant mean curvature surfaces in M2 × R

J. Lira, D. Hoffman, H. Rosenberg, 2006 .

Constant mean curvature surfaces in $M^2\times \mathbf{R}$

J. Lira, D. Hoffman, H. Rosenberg, 2005 .

CONSTANT MEAN CURVATURE SURFACES IN M × R

J. Lira, D. Hoffman, 2005 .

Minimal surfaces based on the catenoid

David Hoffman, William H. Meeks, W. Meeks, 1990 .

Limits of minimal surfaces and Scherk's Fifth Surface

W. Meeks, D. Hoffman, 1990 .

BRIAN WHITE-MINIMAL SURFACES (MATH 258) LECTURE NOTES NOTES BY OTIS CHODOSH AND CHRISTOS MANTOULIDIS

D. Hoffman, B. White, Christos Mantoulidis, 2013 .

Helicoidal minimal surfaces of prescribed genus, II

D. Hoffman, B. White, M. Traizet, 2013, 1304.6180.

Helicoidal minimal surfaces of prescribed genus

D. Hoffman, B. White, M. Traizet, 2013, 1508.00064.

Axial minimal surfaces in S^2 x R are helicoidal

D. Hoffman, B. White, 2009, 0909.2851.

The Gauss Map of Surfaces in R3 and R4

David Hoffman, Robert Osserman, R. Osserman, 1985 .

The Gauss map of surfaces in $\mathbf{R}^n$

R. Osserman, D. Hoffman, 1983 .

Sobolev and isoperimetric inequalities for riemannian submanifolds

David Hoffman, Joel Spruck, J. Spruck, 2010 .

A correction to: Sobolev and isoperimetric inequalities for riemannian submanifolds

J. Spruck, D. Hoffman, 1975 .

The singly periodic genus-one helicoid

H. Karcher, Fu-Tsun Wei, D. Hoffman, 1996, math/9605222.

M ay 1 99 6 THE SINGLY PERIODIC GENUS-ONE HELICOID

H. Karcher, Fu-Tsun Wei, D. Hoffman, 1999 .

The strong halfspace theorem for minimal surfaces

W. Meeks, D. Hoffman, 1990 .

Notes on Translating Solitons for Mean Curvature Flow

David Hoffman, Brian White, Tom Ilmanen, 2019, Minimal Surfaces: Integrable Systems and Visualisation.

The asymptotic behavior of properly embedded minimal surfaces of finite topology

W. Meeks, D. Hoffman, 1989 .

Graphical translators for mean curvature flow

D. Hoffman, T. Ilmanen, B. White, 2018, Calculus of Variations and Partial Differential Equations.

On the Gauss map of complete surfaces of constant mean curvature in R3 and R4

R. Osserman, R. Schoen, D. Hoffman, 1982 .

Limiting behavior of sequences of properly embedded minimal disks

D. Hoffman, B. White, 2017, Journal of Differential Geometry.

Genus-one helicoids from a variational point of view

D. Hoffman, B. White, 2006, math/0610630.

Scherk-like translators for mean curvature flow

D. Hoffman, B. White, F. Mart'in, 2019, Journal of Differential Geometry.

The structure of singly-periodic minimal surfaces

W. Meeks, D. Hoffman, Michael J. Callahan, 1990 .

The area of the generalized Gaussian image and the stability of minimal surfaces inSn and ℝn

R. Osserman, D. Hoffman, 1982 .

Nguyen’s tridents and the classification of semigraphical translators for mean curvature flow

D. Hoffman, B. White, F. Mart'in, 2019, Journal für die reine und angewandte Mathematik (Crelles Journal).