111 citations · 762 across the 48 of their papers we have counts for
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math.DG2006★ 79 cited
On boundary value problems for Einstein metrics
Michael T. Anderson
On any given compact (n+1)-manifold M with non-empty boundary, it is proved that the moduli space of Einstein metrics on M is a smooth, infinite dimensional Banach manifold under a…
hep-th2006★ 51 cited
On the uniqueness and global dynamics of AdS spacetimes
Michael T. Anderson
We study global aspects of complete, non-singular asymptotically locally AdS spacetimes solving the vacuum Einstein equations whose conformal infinity is an arbitrary globally stat…