Abstract
We present evidence that N = 1 ∗ SUSY Yang–Mills provides a deconstruction of a six-dimensional gauge theory compactified on a two-sphere. The six-dimensional theory is a twisted compactification of N = ( 1 , 1 ) SUSY Yang–Mills theory of the type considered by [J. Maldacena, C. Nuñez, Towards the large N limit of pure N = 1 super-Yang–Mills, Phys. Rev. Lett. 86 (2001) 588, hep-th/0008001]. In particular, we calculate the full classical spectrum of the N = 1 ∗ theory with gauge group U ( N ) in its Higgs vacuum. In the limit N → ∞ , we find an exact agreement with the Kaluza–Klein spectrum of the MN compactification.
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