Summary: 



EXTENSION OF SYMMETRIES ON EINSTEIN MANIFOLDS

WITH BOUNDARY



MICHAEL T. ANDERSON



Abstract.We investigate the validity of the isometry extension property f*
*or (Riemannian) Ein-
stein metrics on compact manifolds M with boundary @M. Given a metric fl *
*on @M, this is the
issue of whether any Killing field X of (@M, fl) extends to a Killing fie*
*ld of any Einstein metric

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

Collections: Mathematics