Boris Springborn

发表

Variational principles for circle patterns and Koebe’s theorem

A. Bobenko, Boris Springborn, 2002, math/0203250.

Discrete conformal mappings via circle patterns

Peter Schröder, Boris Springborn, Liliya Kharevych, 2005, TOGS.

A unique representation of polyhedral types. Centering via Möbius transformations

Boris Springborn, 2004, math/0401005.

A new doubly discrete analogue of smoke ring flow and the real time simulation of fluid flow

U. Pinkall, Boris Springborn, Steffen Weißmann, 2007, 0708.0979.

Conformal equivalence of triangle meshes

P. Schröder, U. Pinkall, Boris Springborn, 2008, SIGGRAPH 2008.

Minimal surfaces from circle patterns : Geometry from combinatorics

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

Variational principles for circle patterns

Boris Springborn, Boris A. Springborn, 2003, math/0312363.

A variational principle for weighted Delaunay triangulations and hyperideal polyhedra

Boris Springborn, 2006, math/0603097.

Discrete conformal maps and ideal hyperbolic polyhedra

U. Pinkall, A. Bobenko, Boris Springborn, 2010, 1005.2698.

Discrete conformal maps: boundary value problems, circle domains, Fuchsian and Schottky uniformization

A. Bobenko, Boris Springborn, Stefan Sechelmann, 2016 .

Discrete conformal equivalence of polyhedral surfaces

Keenan Crane, Boris Springborn, M. Gillespie, 2021, ACM Transactions on Graphics.

Hyperbolic polyhedra and discrete uniformization

Boris Springborn, Boris A. Springborn, 2017, 1707.06848.

Minimal surfaces from circle patterns : Geometry from combinatorics

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

A variational principle for weighted Delaunay triangulations and hyperideal polyhedra

Boris Springborn, Boris A. Springborn, 2006, math/0603097.

Hyperbolic constant mean curvature one surfaces: Spinor representation and trinoids in hypergeometric functions

A. Bobenko, Boris Springborn, Tatyana V. Pavlyukevich, 2002, math/0206021.

The worst approximable rational numbers

Boris Springborn, 2022, 2209.15542.

A unique representation of polyhedral types. Centering via Möbius transformations

Boris Springborn, Boris A. Springborn, 2004, math/0401005.

Variational principles for circle patterns and Koebe’s theorem

A. Bobenko, Boris Springborn, Boris A. Springborn, 2002, math/0203250.

There is no triangulation of the torus with vertex degrees 5, 6, ... , 6, 7 and related results: geometric proofs for combinatorial theorems

G. Rote, Boris Springborn, J. Sullivan, 2012, Geometriae Dedicata.

Conformal equivalence of triangle meshes

Peter Schröder, Ulrich Pinkall, Boris Springborn, 2008, ACM Trans. Graph..

Minimal surfaces from circle patterns : Geometry from combinatorics

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

Constructing Circle Patterns Using a New Functional

Boris Springborn, Boris Springborn, 2002, VisMath.

Bonnet Pairs in the 3-Sphere

Boris Springborn, Boris A. Springborn, 2004 .

Discrete conformal equivalence of polyhedral surfaces

Keenan Crane, Boris Springborn, M. Gillespie, 2021, ACM Trans. Graph..

Secondary Fans and Secondary Polyhedra of Punctured Riemann Surfaces

Michael Joswig, Boris Springborn, Robert Löwe, 2017, Exp. Math..

There is no triangulation of the torus with vertex degrees 5, 6, ... , 6, 7 and related results: geometric proofs for combinatorial theorems

John M. Sullivan, Boris Springborn, Ivan Izmestiev, 2012, Geometriae Dedicata.

Discrete conformal equivalence of polyhedral surfaces

Keenan Crane, Boris Springborn, M. Gillespie, 2021, ACM Trans. Graph..

A Discrete Laplace–Beltrami Operator for Simplicial Surfaces

Alexander I. Bobenko, Boris Springborn, A. Bobenko, 2005, Discret. Comput. Geom..

An algorithm for the construction of intrinsic delaunay triangulations with applications to digital geometry processing

Peter Schröder, Matthew Fisher, Alexander I. Bobenko, 2006, Computing.

A discrete version of Liouville’s theorem on conformal maps

U. Pinkall, Boris Springborn, Boris A. Springborn, 2019, Geometriae Dedicata.