%% Papers Published
@article{fds152866,
Author = {H.L. Bray and Pengzi Miao},
Title = {On the Capacity of Surfaces in Manifolds with Nonnegative
Scalar Curvature},
Journal = {Inventiones Mathematicae},
Volume = {172},
Number = {3},
Year = {2008},
Month = {June},
url = {http://xxx.lanl.gov/abs/0707.3337},
Key = {fds152866}
}
@article{fds139733,
Author = {H.L. Bray and S. Hayward and M. Mars and W. Simon},
Title = {Generalized Inverse Mean Curvature Flows in
Spacetime},
Journal = {Communications in Mathematical Physics},
Volume = {272},
Number = {1},
Pages = {119-138},
Year = {2007},
Month = {May},
Key = {fds139733}
}
@article{fds51387,
Author = {H.L. Bray},
Title = {Positve Energy Theorem and Other Inequalities in
GR},
Booktitle = {The Encyclopedia of Mathematical Physics},
Year = {2005},
Key = {fds51387}
}
@article{MR2052359,
Author = {Bray, Hubert L. and Neves, Andr{\'e}},
Title = {Classification of prime 3-manifolds with {Y}amabe invariant
greater than {$\Bbb{RP}\sp 3$}},
Journal = {Ann. of Math. (2)},
Volume = {159},
Number = {1},
Pages = {407--424},
Year = {2004},
Key = {MR2052359}
}
@article{fds43695,
Author = {H.L. Bray},
Title = {Generalization of the Hawking Mass},
Booktitle = {Proceedings of the International Congress of Mathematical
Physics, Lisbon, Portugal, 2003},
Year = {2003},
Key = {fds43695}
}
@article{MR2003k:83066,
Author = {Bray, Hubert L. and Iga, Kevin},
Title = {Superharmonic functions in {$\bold R\sp n$} and the
{P}enrose inequality in general relativity},
Journal = {Comm. Anal. Geom.},
Volume = {10},
Number = {5},
Pages = {999--1016},
Year = {2002},
Key = {MR2003k:83066}
}
@article{MR2003j:83052,
Author = {Bray, Hubert L.},
Title = {Black holes, geometric flows, and the {P}enrose inequality
in general relativity},
Journal = {Notices Amer. Math. Soc.},
Volume = {49},
Number = {11},
Pages = {1372--1381},
Year = {2002},
Key = {MR2003j:83052}
}
@article{MR2003c:53047,
Author = {Bray, Hubert and Finster, Felix},
Title = {Curvature estimates and the positive mass
theorem},
Journal = {Comm. Anal. Geom.},
Volume = {10},
Number = {2},
Pages = {291--306},
Year = {2002},
Key = {MR2003c:53047}
}
@article{MR2002i:53073,
Author = {Bray, Hubert and Morgan, Frank},
Title = {An isoperimetric comparison theorem for {S}chwarzschild
space and other manifolds},
Journal = {Proc. Amer. Math. Soc.},
Volume = {130},
Number = {5},
Pages = {1467--1472 (electronic)},
Year = {2002},
Key = {MR2002i:53073}
}
@article{fds43698,
Author = {H.L. Bray},
Title = {The Riemannian Penrose Inequality},
Booktitle = {Proceedings of the International Congress of Mathematicians,
Beijing, China, 2002},
Year = {2002},
Key = {fds43698}
}
@article{MR2004j:53046,
Author = {Bray, Hubert L.},
Title = {Proof of the {R}iemannian {P}enrose inequality using the
positive mass theorem},
Journal = {J. Differential Geom.},
Volume = {59},
Number = {2},
Pages = {177--267},
Year = {2001},
Key = {MR2004j:53046}
}
@incollection{MR2004j:53047,
Author = {Bray, Hubert L. and Schoen, Richard M.},
Title = {Recent proofs of the {R}iemannian {P}enrose
conjecture},
Pages = {1--36},
Booktitle = {Current developments in mathematics, 1999 (Cambridge,
MA)},
Publisher = {Int. Press, Somerville, MA},
Year = {1999},
Key = {MR2004j:53047}
}
%% Papers Accepted
@article{fds152867,
Author = {H.L. Bray and D.A. Lee},
Title = {On the Riemannian Penrose Inequality in Dimension Less Than
Eight},
Journal = {Duke Math Journal},
Year = {2008},
Month = {May},
Key = {fds152867}
}
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