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We study the half-BPS mesonic chiral ring of the N=1 superconformal quivertheories arising from N D3-branes stacked at Y^pq and L^abc Calabi-Yau conicalsingularities. We map each gauge invariant operator represented on the quiveras an irreducible loop adjoint at some node, to an invariant monomial, modulorelations, in the gauged linear sigma model describing the corresponding bulkgeometry. This map enables us to write a partition function at finite N overmesonic half-BPS states. It agrees with the bulk gravity interpretation ofchiral ring states as cohomologically trivial giant gravitons. The quivertheories for L^aba, which have singular base geometries, contain extraoperators not counted by the naive bulk partition function. These extraoperators have a natural interpretation in terms of twisted states localized atthe orbifold-like singularities in the bulk.Comment: Latex, 25pgs, 12 figs, v2: minor clarification

Mesonic chiral rings in Calabi–Yau cones from field theory