[PDF] Top 20 Index estimates for free boundary minimal hypersurfaces
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Index estimates for free boundary minimal hypersurfaces
... Morse index of a properly embedded free boundary minimal hypersurface in a strictly mean convex domain of the Euclidean space grows linearly with the dimension of its first relative homology ... See full document
15
Index estimates for free boundary minimal hypersurfaces
... namely hypersurfaces that are critical points of the area functional when the boundary ∂M is not fixed (like in Plateau’s problem) but subject to the sole constraint ∂M ⊂ ...therein). Free ... See full document
15
Smooth compactness of f minimal hypersurfaces with bounded f index
... has index 1; the cylinder S k ( √ 2k) × R n−k , 1 ≤ k ≤ n has index n + 2; any other smooth complete embedded self-shrinker without boundary and with polynomial volume growth has index at ... See full document
20
Qualitative and quantitative estimates for minimal hypersurfaces with bounded index and area
... on index and area in terms of total curvature for embedded minimal hypersurfaces in a closed Riemannian manifold N ...the index and area give a qualitative upper bound on the topology of ... See full document
28
Bubbling analysis and geometric convergence results for free boundary minimal surfaces
... of free boundary minimal hyper- surfaces with bounded index and volume, by presenting a detailed blow-up analysis near the points where curvature concentration ...the free ... See full document
45
Smooth compactness of ƒ-minimal hypersurfaces with bounded ƒ-index
... the index, genus and number of ends for self-shrinkers (or more generally f -minimal ...the estimates available for minimal surfaces in Riemannian manifolds - the relationship in this case is ... See full document
16
On the existence of minimal surfaces with free boundary
... Proof: W ith this apriori bound on the energy, we can see from the main estimates in (5 .4 4 ) that there exists a constant k > 0 , independent o f a , such that kpa lL2,2 < * • h e n c e (according to ... See full document
119
A gap theorem for free boundary minimal surfaces in the three ball
... ture 1.1). McGrath [14] showed that this conjecture is true under the additional assumption that the surface is symmetric with respect to re- flections through three mutually orthogonal planes. Fraser and Schoen [7] ... See full document
10
Compactness analysis for free boundary minimal hypersurfaces
... distinct, free bound- ary minimal hypersurfaces in the Euclidean unit ball of dimension m + n, all having the topological type of D m × S n−1 and converging to a singular ... See full document
41
Compactness analysis for free boundary minimal hypersurfaces
... curvature estimates of Schoen-Simon [30] which imply that the only complete, properly embedded, free boundary and stable minimal hypersurface in the upper half space R n+1 + which has ... See full document
40
Qualitative and quantitative estimates for minimal hypersurfaces with bounded index and area
... qualitative estimates on the total curvature of closed minimal hypersur- faces in closed Riemannian manifolds in terms of their index and area, restricting to the case where the hypersurface has ... See full document
28
Projective covers and minimal free resolutions
... It can be shown see Goddard[1] that every bounded above complex of finitely generated modules over a Noetherian local ring has a projective cover and that the projective cover is a uniqu[r] ... See full document
8
Compactness of the Space of Minimal Hypersurfaces with Bounded Volume and p-th Jacobi Eigenvalue
... For instance: this applies to the aforementioned Hsiang minimal hyperspheres [5] (since they have a non-smooth limit) or more generally to the hyperspheres produced in [2]. We further remark that the positivity ... See full document
10
Boundary triples for Schrödinger operators with singular interactions on hypersurfaces
... two boundary triples for elliptic PDEs which involve the Dirichlet-to-Neumann map as a regularization (see [11, 29, 35]), the restriction of this coupling to a suitable intermediate extension, and certain ... See full document
13
Generating Minimal Boundary Maps
... We have introduced the notion of Generating Sets and have shown how they can be used to construct the boundary matrix of both a simplicial complex as well as its representation as a ∆-complex. We have calculated ... See full document
5
Convergence of formal invertible CR mappings between minimal holomorphically nondegenerate real analytic hypersurfaces
... Abstract. Recent advances in CR (Cauchy-Riemann) geometry have raised interesting fine questions about the regularity of CR mappings between real analytic hypersurfaces. In anal- ogy with the known optimal results ... See full document
22
Schrödinger operators with δ and δ′-potentials supported on hypersurfaces
... on hypersurfaces with the help of quasi boundary triple ...quasi boundary triple approach we obtain variants of Krein’s formula and the Birman–Schw- inger ... See full document
39
A Burns Krantz type theorem for domains with corners
... arbitrarily small lifts in the direction ξ such that Φ(∆) ⊂ U . In view of Corollary 4.4, it is enough to show that f ◦ Φ ≡ Φ on ∆ for each disc Φ as above. For Φ fixed, let B (p) and Ω be given by Proposition 5.1. Since ... See full document
13
Vulnerability of Maize Yields to Droughts in Uganda
... April usually ushers the beginning of rains in what has been termed the mean long-term growing reason, while when rains are delayed, there is a shift to May and July. The higher the exposure index, the more ... See full document
17
The Physiology and Host Genetics of Quantitative Resistance in Maize to the Fungal Pathogen Cochliobolus heterostrophus.
... If both accurate estimates and significant epistatic effects are assumed, then (because the minimal-model estimates are more vulnerable to bias from epistasis) the sums of [r] ... See full document
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