39 citations · 101 across the 14 of their papers we have counts for
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A compact approach to the positivity of Brown-York's mass and its relation with the Min-Oo conjecture, Yau's Problem \#100 and rigidity of hypersurfaces
Sebastián Montiel
A compact approach to the positivity of Brown-York's mass and its relation with the Min-Oo conjecture, Yau's Problem \#100 and rigidity of hypersurfaces
The Isoperimetric Problem for the Curl Operator
S. Montiel
In the last decades, many mathematicians have studied the curl operator in compact three-manifolds , mainly the structure of its spectrum and some isoperimetric problems associated…
Compact approach to the positivity of Brown-York mass and rigidity of manifolds with mean-convex boundaries in flat and spherical contexts
S. Montiel
In this article we develope a spinorial proof of the Shi-Tam theorem for the positivity of the Brown-York mass without necessity of building non smooth infinite asymptotically flat…
Curl through spin on three-manifold
S. Montiel
In the last decades, many mathematicians have studied the {\em curl operator} on compact (both with or without empty boundary) three-manifolds, mainly the behaviour of its spectrum…
The Cheeger constant of an asymptotically locally hyperbolic manifold and the Yamabe type of its conformal infinity
Oussama Hijazi, Sebastian Montiel, Simon Raulot
Let (M, g) be an (n + 1)-dimensional asymptotically locally hyperbolic (ALH) manifold with a conformal compactification whose conformal infinity is (M, []). We will fi…
An Alexandrov theorem in Minkowski spacetime
Oussama Hijazi, Sebastian Montiel, Simon Raulot
In this paper, we generalize a theorem {à} la Alexandrov of Wang, Wang and Zhang [WWZ] for closed codimension-two spacelike submanifolds in the Minkowski spacetime for an adapted C…