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𝒩 = 4 SYM on K3 and the AdS3/CFT2correspondence

Kazumi Okuyama
2008 Journal of High Energy Physics  

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2008 pre-print arXiv:0801.1313v4 fatcat:7sgxmwxwfzc6zj25b2n3fc2ldu

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2008 pre-print
arXiv:0801.1313v1 fatcat:snvoumfntbc4tiyt5dcji364ry
2008 pre-print
arXiv:0801.1313v2 fatcat:5pl47s7qxraslgfxk2en5wyil4
2008 pre-print
arXiv:0801.1313v3 fatcat:hf7j4qs6mfb3tjxvhs2uvjpwlu
2008 accepted
arXiv:0801.1313v5 fatcat:zxqtq3miwzfqxmjnnudljiuq74
We study the Fareytail expansion of the topological partition function of N=4 SU(N) super Yang-Mills theory on K3. We argue that this expansion corresponds to a sum over geometries in asymptotically AdS_3 spacetime, which is holographically dual to a large number of coincident fundamental heterotic strings.
doi:10.1088/1126-6708/2008/02/036 fatcat:cxnhcrnalnbr3lwsdn4x574r6i
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Kazumi Okuyama. "𝒩 = 4 SYM on K3 and the AdS3/CFT2correspondence." Journal of High Energy Physics 2008.02 (2008) 036-036