%%
@misc{fds209860,
Author = {Carla Cederbaum},
Title = {The Geometry of Static Spacetimes: Geometrostatics},
Year = {2012},
Month = {July},
url = {http://www.mfo.de/occasion/1231/www_view},
Key = {fds209860}
}
@misc{fds196463,
Author = {Carla Cederbaum},
Title = {The Newtonian Limit of Geometrostatics},
Year = {2011},
Month = {July},
url = {http://www.diss.fuberlin.de/diss/receive/FUDISS_thesis_000000023871},
Key = {fds196463}
}
@article{fds193892,
Author = {Marcus Ansorg and Jörg Hennig and Carla Cederbaum},
Title = {Universal properties of distorted KerrNewman black
holes},
Journal = {Gen. Relativ. Gravit.},
Volume = {43},
Pages = {1205},
Year = {2011},
url = {http://arxiv.org/abs/1005.3128},
Key = {fds193892}
}
@article{fds193890,
Author = {Jörg Hennig and Carla Cederbaum and Marcus
Ansorg},
Title = {A universal inequality for axisymmetric and stationary black
holes with surrounding matter in the EinsteinMaxwell
theory},
Journal = {Comm. Math. Phys.},
Volume = {293},
Number = {2},
Pages = {449–467},
Year = {2010},
url = {http://arxiv.org/abs/0812.2811},
Key = {fds193890}
}
@article{fds193891,
Author = {Jörg Hennig and Marcus Ansorg and Carla Cederbaum},
Title = {A universal inequality between the angular momentum and
horizon area for axisymmetric and stationary black holes
with surrounding matter},
Journal = {Classical Quantum Gravity},
Volume = {25},
Number = {16},
Pages = {162002},
Year = {2008},
url = {http://arxiv.org/abs/0805.4320},
Key = {fds193891}
}
@article{fds214844,
Author = {Carla Cederbaum},
Title = {Geometrostatics: the geometry of static spacetimes},
Journal = {Conference Proceedings "Relativity and Gravitation  100
years after Einstein in Prague"},
url = {http://arxiv.org/abs/1210.4436},
Abstract = {We present a new geometric approach to the study of static
isolated general relativistic systems for which we suggest
the name geometrostatics. After describing the setup, we
introduce localized formulas for the ADMmass and
ADM/CMCcenter of mass of geometrostatic systems. We then
explain the pseudoNewtonian character of these formulas and
show that they converge to Newtonian mass and center of mass
in the Newtonian limit, respectively, using Ehlers' frame
theory. Moreover, we present a novel physical interpretation
of the level sets of the canonical lapse function and apply
it to prove uniqueness results. Finally, we suggest a notion
of force on test particles in geometrostatic
spacetimes.},
Key = {fds214844}
}
