The following pages link to Michael Eichmair (Q267534):
Displaying 35 items.
- Jenkins-Serrin-type results for the Jang equation (Q267536) (← links)
- Isoperimetric and Weingarten surfaces in the Schwarzschild manifold (Q355069) (← links)
- Topological censorship from the initial data point of view (Q378043) (← links)
- Deformation of scalar curvature and volume (Q382316) (← links)
- On large volume preserving stable CMC surfaces in initial data sets (Q449163) (← links)
- Large outlying stable constant mean curvature spheres in initial data sets (Q464280) (← links)
- Isoperimetric structure of asymptotically conical manifolds (Q509250) (← links)
- Existence, regularity, and properties of generalized apparent horizons (Q625470) (← links)
- Extension of a theorem of Shi and Tam (Q662838) (← links)
- The Jang equation reduction of the spacetime positive energy theorem in dimensions less than eight (Q1950368) (← links)
- Large isoperimetric surfaces in initial data sets (Q1951490) (← links)
- Initial data rigidity results (Q2042362) (← links)
- Global uniqueness of large stable CMC spheres in asymptotically flat Riemannian \(3\)-manifolds (Q2073277) (← links)
- The Willmore center of mass of initial data sets (Q2141022) (← links)
- On far-outlying constant mean curvature spheres in asymptotically flat Riemannian 3-manifolds (Q2209452) (← links)
- The Plateau problem for marginally outer trapped surfaces (Q2269711) (← links)
- Characterization of large isoperimetric regions in asymptotically hyperbolic initial data (Q2415343) (← links)
- Unique isoperimetric foliations of asymptotically flat manifolds in all dimensions (Q2435142) (← links)
- Effective versions of the positive mass theorem (Q2520615) (← links)
- The spacetime positive mass theorem in dimensions less than eight (Q2633996) (← links)
- Jang's equation and its applications to marginally trapped surfaces (Q3105441) (← links)
- Area-minimizing projective planes in 3-manifolds (Q3580156) (← links)
- The Mathematics of Richard Schoen (Q4614429) (← links)
- Isoperimetry, Scalar Curvature, and Mass in Asymptotically Flat Riemannian 3‐Manifolds (Q4995557) (← links)
- The size of isoperimetric surfaces in $3$-manifolds and a rigidity result for the upper hemisphere (Q5322868) (← links)
- A Splitting Theorem for Scalar Curvature (Q5381059) (← links)
- Proof of the Michael-Simon-Sobolev inequality using optimal transport (Q6060806) (← links)
- Doubling of asymptotically flat half-spaces and the Riemannian Penrose inequality (Q6155615) (← links)
- Large area-constrained Willmore surfaces in asymptotically Schwarzschild 3-manifolds (Q6359380) (← links)
- The isoperimetric inequality (Q6520870) (← links)
- Large area-constrained Willmore surfaces in asymptotically Schwarzschild \(3\)-manifolds (Q6562505) (← links)
- Huisken-Yau-type uniqueness for area-constrained Willmore spheres (Q6566420) (← links)
- The isoperimetric inequality (Q6610705) (← links)
- Foliations of asymptotically flat manifolds by stable constant mean curvature spheres (Q6633916) (← links)
- The Penrose inequality in extrinsic geometry (Q6751884) (← links)
