34 citations · 172 across the 30 of their papers we have counts for
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Balancing Static Vacuum Black Holes with Signed Masses in 4 and 5 Dimensions
Marcus Khuri, Gilbert Weinstein, Sumio Yamada
We construct a new set of asymptotically flat, static vacuum solutions to the Einstein equations in dimensions 4 and 5, which may be interpreted as a superposition of positive and…
5-Dimensional Space-Periodic Solutions of the Static Vacuum Einstein Equations
Marcus Khuri, Gilbert Weinstein, Sumio Yamada
An affirmative answer is given to a conjecture of Myers concerning the existence of 5-dimensional regular static vacuum solutions that balance an infinite number of black holes, wh…
Plumbing Constructions and the Domain of Outer Communication for 5-Dimensional Stationary Black Holes
Marcus Khuri, Yukio Matsumoto, Gilbert Weinstein +1
The topology of the domain of outer communication for 5-dimensional stationary bi-axisymmetric black holes is classified in terms of disc bundles over the 2-sphere and plumbing con…
Divergence equations and uniqueness theorem of static black holes
Masato Nozawa, Tetsuya Shiromizu, Keisuke Izumi +1
Equations of divergence type in static spacetimes play a significant role in the proof of uniqueness theorems of black holes. We generalize the divergence equation originally disco…
Stationary Vacuum Black Holes in 5 Dimensions
Marcus Khuri, Gilbert Weinstein, Sumio Yamada
We study the problem of asymptotically flat bi-axially symmetric stationary solutions of the vacuum Einstein equations in -dimensional spacetime. In this setting, the cross sect…
Extensions of the Charged Riemannian Penrose Inequality
Marcus Khuri, Gilbert Weinstein, Sumio Yamada
In this paper we investigate the extension of the charged Riemannian Penrose inequality to the case where charges are present outside the horizon. We prove a positive result when t…