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Willmore energy
An Approach to the Willmore Conjecture ∗
Discrete Willmore Flow
Discrete Willmore Flow
Analysis Aspects of Willmore Surfaces
Removability of Point Singularities of Willmore Surfaces
Numerical Solutions for the Willmore Flow
Towards the Willmore Conjecture
A Nested Variational Time Discretization for Parametric Anisotropic Willmore Flow
First Explicit Constrained Willmore Minimizers of Non-Rectangular Conformal Class
The Willmore Flow with Small Initial Energy Ernst Kuwert & Reiner Schatzle¨
Computing Sphere Eversions
We Prove the Existence of a Smooth Minimizer of the Willmore
Arxiv:1903.11830V1 [Math.DG] 28 Mar 2019 of Constant Mean Curvature in a 3-Dimensional Space Form
Foliation by Area-Constrained Willmore Spheres Near a Non-Degenerate Critical Point of the Scalar Curvature
Arxiv:Math/9905020V2 [Math.GT] 10 May 1999 Iulzto.Mr Ealdhsoiso H Rbe a B [Fra]
Möbius-Invariant Curve and Surface Energies and Their Applications
Relating Diameter and Mean Curvature for Riemannian Submanifolds
Sphere Eversions: from Smale Through “The Optiverse”
Top View
Numerical Approximation of Gradient Flows for Closed Curves in $R^D
Noether's Theorem and the Willmore Functional
A Conformal Energy for Simplicial Surfaces
Existence and Regularity of Spheres Minimising the Canham-Helfrich Energy
Willmore and Generalized Willmore Energies in Space Forms Thanuja
On the Willmore Energy of Shells Under Infinitesimal Deformations
Min-Max Theory and the Willmore Conjecture
Willmore Spheres in Compact Riemannian Manifolds
Discrete Differential Geometry: Surfaces Made from Circles
Arxiv:1705.03217V1 [Math.DG] 9 May 2017
Introduction to Marques' and Neves' Solution of The
Calculus of Variations We Consider a Functional Z I
Arxiv:Math/0406128V1 [Math.DG] 7 Jun 2004
Energy Minimizers for Curvature-Based Surface Functionals
The Willmore Functional in Geometry and the Calculus of Variations Coll`Ege De France 20.11.2009
Emissary | Spring 2016
A Conformal Energy for Simplicial Surfaces
Higher Willmore Energies, Q-Curvatures, and Related Global Geometry Problems
Prizes and Awards
On the Willmore Functional [1Ex] and Applications
Introduction to Mean Curvature Flow
A Classification Theorem for Helfrich Surfaces James Mccoy University of Wollongong,
[email protected]
The Parametric Approach to the Willmore Flow
The Willmore Functional and the Willmore Conjecture
Minimizers of Curvature-Based Surface Energy
Embedded Surfaces of Arbitrary Genus Minimizing the Willmore Energy Under Isoperimetric Constraint
Change of the Willmore Energy Under Infinitesimal Bending of Membranes