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Notes on toric Sasaki-Einstein seven-manifolds and AdS 4/CFT 3

Abstract:

We study the geometry and topology of two infinite families Y p,k of Sasaki-Einstein seven-manifolds, that are expected to be AdS 4/CFT 3 dual to families of = 2 superconformal field theories in three dimensions. These manifolds, labelled by two positive integers p and k, are Lens space bundles S 3/ p over P 2 and P 1 × P 1, respectively. The corresponding Calabi-Yau cones are toric. We present their toric diagrams and gauged linear sigma model charges in terms of p and k, and find that the Y...

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Authors


Martelli, D More by this author
Journal:
Journal of High Energy Physics
Volume:
2008
Issue:
11
Pages:
016-016
Publication date:
2008-11-01
DOI:
EISSN:
1029-8479
ISSN:
1126-6708
URN:
uuid:34d3f83f-59f3-44f0-951f-3bab6935913a
Source identifiers:
313797
Local pid:
pubs:313797

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