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TOPICS IN CONFORMALLY COMPACT EINSTEIN METRICS MICHAEL T. ANDERSON
 

Summary: 



TOPICS IN CONFORMALLY COMPACT EINSTEIN METRICS



MICHAEL T. ANDERSON



1.Introduction.

Conformal compactifications of Einstein metrics were introduced by Penrose [3*
*8], as a
means to study the behavior of gravitational fields at infinity, i.e. the asymp*
*totic behavior of
solutions to the vacuum Einstein equations at null infinity. This has remained *
*a very active

  

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

 

Collections: Mathematics