- The geometry of minimal surfaces of finite genus III; bounds on the topology and index of classical minimal surfaces.
- LIOUVILLE TYPE PROPERTIES FOR PROPERLY EMBEDDED MINIMAL WILLIAM H. MEEKS III, JOAQUIN PEREZ, AND ANTONIO ROS
- The Minimal Element Theorem The CMC Dynamics Theorem deals with describing
- Definition (parabolic, -parabolic) (N, g) = n-dimensional Riemannian manifold, N = .
- j. differential geometry xx (2008) 1-25
- Bounded domains which are universal for minimal surfaces
- The minimal lamination closure theorem. William H. Meeks, III
- Annals of Mathematics, 167 (2008), 681700 The topological classification
- Bending the Helicoid William H. Meeks III
- History (Minimal Dynamics Theorem, Meeks-Perez-Ros 2005, CMC Dynamics
- COMPLETE PROPER MINIMAL SURFACES IN
- The space of embedded minimal surfaces of quadratic curvature decay
- The limit lamination metric for a Colding-Minicozzi minimal lamination.
- Embedded minimal surfaces: removable singularities, local pictures and parking garage structures, the dynamics of
- Applications of minimal surfaces to the topology of three-manifolds
- Conjecture (Convex Curve Conjecture, Meeks) Two convex Jordan curves in parallel planes cannot bound a
- An example of a foliation in the plane F = integral curves of a vector field.
- Main Results Classification of properly embedded minimal planar
- Calculus on the complex plane C Let z = x + iy be the complex variable on the complex plane
- The structure of stable minimal surfaces near a singularity William H. Meeks III
- Stable constant mean curvature surfaces William H. Meeks III
- Two structure theorems for singular minimal laminations William H. Meeks III
- Proofs of some classical theorems in minimal surface theory.
- AMS/IP Studies in Advanced Mathematics Volume 19, 2000
