TL;DR
This paper analyzes twisted states in N=2 AdS orbifolds, linking their properties to gauge theory operators and monopole dynamics, and provides evidence for decoupling of U(1) factors.
Contribution
It offers new insights into the conformal dimensions of operators and monopole dynamics in N=2 AdS orbifolds, highlighting U(1) decoupling effects.
Findings
Correct conformal dimensions from Kaluza-Klein reduction
Evidence for U(1) factor decoupling
Relation between twisted states and monopole dynamics
Abstract
We discuss twisted states of AdS orbifolds which couple to N=2 chiral primary operators not invariant under exchange of the gauge factors. Kaluza-Klein reduction on the fixed circle gives the correct conformal dimensions of operators in the superconformal theory and involves some aspects of monopole dynamics in the non-trivial background. As a byproduct we found evidence for decoupling of U(1) factors in the four-dimensional gauge theory.
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