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ASYMPTOTICALLY SIMPLE SOLUTIONS OF THE VACUUM EINSTEIN EQUATIONS IN EVEN
 

Summary: 



ASYMPTOTICALLY SIMPLE SOLUTIONS OF THE

VACUUM EINSTEIN EQUATIONS IN EVEN

DIMENSIONS



MICHAEL T. ANDERSON AND PIOTR T. CHRU'SCIEL



Abstract. We show that a set of conformally invariant equations
derived from the Fefferman-Graham tensor can be used to construct
global solutions of vacuum Einstein equations, in all even dimen-
sions. This gives, in particular, a new, simple proof of Friedrich's

  

Source: Anderson, Michael - Department of Mathematics, SUNY at Stony Brook

 

Collections: Mathematics