Tuesday, August 6, 2013

1308.1027 (Johannes Schmude)

Laplace operators on Sasaki-Einstein manifolds    [PDF]

Johannes Schmude
We decompose the de Rham Laplacian on Sasaki-Einstein manifolds as a sum over mostly positive definite terms. An immediate consequence are lower bounds on its spectrum. These bounds constitute a supergravity equivalent of the unitarity bounds in dual superconformal field theories. The proof uses a generalization of Kahler identities to the Sasaki-Einstein case.
View original: http://arxiv.org/abs/1308.1027

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