Tim Hoffmann

发表

Minimal surfaces from circle patterns : Geometry from combinatorics

A. Bobenko, Boris Springborn, Tim Hoffmann, 2003, math/0305184.

A Discrete Extrinsic and Intrinsic Dirac Operator

Tim Hoffmann, Zi Ye, Tim Hoffmann, 2018, Exp. Math..

Hexagonal Circle Patterns and Integrable Systems. Patterns with Constant Angles

A. Bobenko, Tim Hoffmann, 2001, math/0109018.

A discrete parametrized surface theory in R^3

Andrew O. Sageman-Furnas, Tim Hoffmann, Max Wardetzky, 2014, 1412.7293.

S–conical minimal surfaces. Towards a unified theory of discrete minimal surfaces

A. Bobenko, Tim Hoffmann, Stefan Sechelmann, 2015 .

Minimal surfaces from circle patterns : Geometry from combinatorics

A. Bobenko, Boris Springborn, Tim Hoffmann, 2003, math/0305184.

Minimal surfaces from circle patterns : Geometry from combinatorics

A. Bobenko, Boris Springborn, Tim Hoffmann, 2003, math/0305184.

Hexagonal Circle Patterns and Integrable Systems. Patterns with Constant Angles

A. Bobenko, Tim Hoffmann, 2001, math/0109018.

Hexagonal circle patterns and integrable systems: patterns with the multi-ratio property and Lax equations on the regular triangular lattice

Yuri B. Suris, Tim Hoffmann, Alexander I. Bobenko, 2001 .

Conformally Symmetric Circle Packings: A Generalization of Doyle's Spirals

Tim Hoffmann, Alexander I. Bobenko, A. Bobenko, 2000, Exp. Math..

Compact Bonnet Pairs: isometric tori with the same curvatures

Andrew O. Sageman-Furnas, Tim Hoffmann, Alexander I. Bobenko, 2021, 2110.06335.

Dev2PQ: Planar Quadrilateral Strip Remeshing of Developable Surfaces

O. Sorkine-Hornung, A. Vaxman, Tim Hoffmann, 2021, ACM Trans. Graph..

A discrete version of the Darboux transform for isothermic surfaces

U. Pinkall, U. Hertrich-Jeromin, Tim Hoffmann, 1996, dg-ga/9611009.

Discrete differential geometry of curves and surfaces

Tim Hoffmann, Tim Hoffmann, T. Hoffmann, 2009 .

Discrete Hashimoto Surfaces and a Doubly Discrete Smoke-Ring Flow

Tim Hoffmann, T. Hoffmann, 2000, math/0007150.

Discrete Curves in and the Toda Lattice

Tim Hoffmann, N. Kutz, 2004 .

Discrete curves in CP1 and the Toda lattice

Tim Hoffmann, N. Kutz, 2002, math/0208190.

Discrete Curves and Surfaces

Tim Hoffmann, Tim Hoffmann, 2000 .

Discrete flat surfaces and linear Weingarten surfaces in hyperbolic 3-space

Tim Hoffmann, W. Rossman, Takeshi Sasaki, 2009, 0912.4972.

A $$2\times 2$$2×2 Lax Representation, Associated Family, and Bäcklund Transformation for Circular K-Nets

Andrew O. Sageman-Furnas, Tim Hoffmann, Tim Hoffmann, 2015, Discret. Comput. Geom..

S-Conical CMC Surfaces. Towards a Unified Theory of Discrete Surfaces with Constant Mean Curvature

Tim Hoffmann, Alexander I. Bobenko, A. Bobenko, 2016 .

A 2x2 Lax representation, associated family, and B\"acklund transformation for circular K-nets

Andrew O. Sageman-Furnas, Tim Hoffmann, T. Hoffmann, 2015 .

A Darboux transformation for discrete s-isothermic surfaces

Tim Hoffmann, Tim Hoffmann, T. Hoffmann, 2010 .

D G ] 2 3 A ug 2 00 2 Discrete curves in C P 1 and the Toda lattice .

Tim Hoffmann, N. Kutz, 2008 .

Discrete constant mean curvature surfaces on general graphs

Tim Hoffmann, Zi Ye, Shimpei Kobayashi, 2020, Geometriae Dedicata.

A Curvature and Density‐based Generative Representation of Shapes pdf

Takeo Igarashi, Tim Hoffmann, Zi Ye, 2020, Comput. Graph. Forum.

A unified discrete framework for intrinsic and extrinsic Dirac operators for geometry processing

Leonidas J. Guibas, Olga Diamanti, Tim Hoffmann, 2018, Comput. Graph. Forum.

On the equivalence of the discrete nonlinear Schr

Tim Hoffmann, T. Hoffmann, 1999, solv-int/9907002.

O ct 1 99 9 Factorization dynamics and Coxeter-Toda lattices ∗

N. Reshetikhin, Tim Hoffmann, J. Kellendonk, 2008 .

Factorization Dynamics and Coxeter--Toda Lattices

N. Reshetikhin, Tim Hoffmann, J. Kellendonk, 1999, solv-int/9906013.

On Discrete Conjugate Semi-Geodesic Nets

Tim Hoffmann, Wolfgang K Schief, Jannik Steinmeier, 2021 .

On Discrete Differential Geometry and its Links to Visualization

Tim Hoffmann, Tim Hoffmann, T. Hoffmann, 2008 .

Discrete Geodesic Nets for Modeling Developable Surfaces

Olga Sorkine-Hornung, Michael Rabinovich, Tim Hoffmann, 2017, ACM Trans. Graph..

Modeling curved folding with freeform deformations

Olga Sorkine-Hornung, Michael Rabinovich, Tim Hoffmann, 2019, ACM Trans. Graph..

jReality, jtem, and Oorange - A Way to Do Math with Computers

Markus Schmies, Tim Hoffmann, Tim Hoffmann, 2006, ICMS.

The shape space of discrete orthogonal geodesic nets

Olga Sorkine-Hornung, Michael Rabinovich, Tim Hoffmann, 2018, ACM Trans. Graph..

sphinx-gallery/sphinx-gallery: Release v0.7.0

Alyssa M. Batula, jaeilepp, G. Varoquaux, 2020 .