The Operator Spectrum of the Six-dimensional (1,0) Theory
Eric G. Gimon, Costin Popescu
TL;DR
This paper analyzes the operator spectrum of a six-dimensional superconformal theory with E_8 symmetry, revealing exact dimensions of certain operators and exploring dualities with orbifold supergravity backgrounds.
Contribution
It identifies operators in short multiplets with exact dimensions across all N and discusses implications for AdS/CFT duality on orbifold backgrounds.
Findings
Exact operator dimensions in short multiplets for all N
Duality between the operator spectrum and supergravity on AdS_7 x S^4/Z_2
Insights into AdS/CFT correspondence on orbifold geometries
Abstract
We study the large N operator spectrum of the (1,0) superconformal chiral six-dimensional theory with E_8 global symmetry. This spectrum is dual to the Kaluza-Klein spectrum of supergravity on AdS_7 X S^4/Z_2 with a ten-dimensional E_8 theory at its singular locus. We identify those operators in short multiplets of OSp(6,2|2), whose dimensions are exact for any N. We also discuss more general issues concerning AdS/CFT duality on orbifold supergravity backgrounds.
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