10 citations · 31 across the 4 of their papers we have counts for
4 papers
Comments on Penrose inequality with angular momentum for outermost apparent horizons
Pablo Anglada
In a recent work we have proved a weaker version of the Penrose inequality with angular momentum, in axially symmetric space-times, for a compact and connected minimal surface. In…
Penrose-like inequality with angular momentum for minimal surfaces
Pablo Anglada
In axially symmetric spacetimes the Penrose inequality can be strengthened to include angular momentum. We prove a version of this inequality for minimal surfaces, more precisely,…
Size, angular momentum and mass for objects
Pablo Anglada, M. E. Gabach-Clement, Omar E. Ortiz
We obtain a geometrical inequality involving the ADM mass, the angular momentum and the size of an ordinary, axially symmetric object. We use the monotonicity of the Geroch quasi-l…
The inequality between size and charge in spherical symmetry
Pablo Anglada, Sergio Dain, Omar E. Ortiz
We prove that for a spherically symmetric charged body two times the radius is always strictly greater than the charge of the body. We also prove that this inequality is sharp. Fin…