We find AdS5 solutions holographically dual to compactifications of six- dimensional N = (1, 0) supersymmetric field theories on Riemann surfaces with punctures. We simplify a previous analysis of supersymmetric AdS5 IIA solutions, and with a suitable Ansatz we find explicit solutions organized in three classes, where an O8-D8 stack, D6-and D4-branes are simultaneously present, localized and partially localized. The D4-branes are smeared over the Riemann surface and this is interpreted as the presence of a uniform distribution of punctures. For the first class we identify the corresponding six-dimensional theory as an E-string theory coupled to a quiver gauge theory. The second class of solutions lacks D6-branes and its central charge scales as n5/2, suggesting a five-dimensional origin for the dual field theory. The last class has elements of the previous two.
Bah, I., Passias, A., Tomasiello, A. (2017). AdS5 compactifications with punctures in massive IIA supergravity. JOURNAL OF HIGH ENERGY PHYSICS, 2017(11) [10.1007/JHEP11(2017)050].
AdS5 compactifications with punctures in massive IIA supergravity
Tomasiello, A
2017
Abstract
We find AdS5 solutions holographically dual to compactifications of six- dimensional N = (1, 0) supersymmetric field theories on Riemann surfaces with punctures. We simplify a previous analysis of supersymmetric AdS5 IIA solutions, and with a suitable Ansatz we find explicit solutions organized in three classes, where an O8-D8 stack, D6-and D4-branes are simultaneously present, localized and partially localized. The D4-branes are smeared over the Riemann surface and this is interpreted as the presence of a uniform distribution of punctures. For the first class we identify the corresponding six-dimensional theory as an E-string theory coupled to a quiver gauge theory. The second class of solutions lacks D6-branes and its central charge scales as n5/2, suggesting a five-dimensional origin for the dual field theory. The last class has elements of the previous two.File | Dimensione | Formato | |
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