A construction procedure that induces an abelian orbifold action on the fields and J/E-terms of a parent brane brick model for a toric CY4, yielding explicit orbifolded theories that preserve consistency conditions.
Quivers, Tilings, Branes and Rhombi
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abstract
We describe a simple algorithm that computes the recently discovered brane tilings for a given generic toric singular Calabi-Yau threefold. This therefore gives AdS/CFT dual quiver gauge theories for D3-branes probing the given non-compact manifold. The algorithm solves a longstanding problem by computing superpotentials for these theories directly from the toric diagram of the singularity. We study the parameter space of a-maximization; this study is made possible by identifying the R-charges of bifundamental fields as angles in the brane tiling. We also study Seiberg duality from a new perspective.
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UNVERDICTED 2representative citing papers
Fano lattice polygons define balanced quivers linked to toric surface singularities, placing them on algebraic hypersurfaces with a coinciding generalized mutation operation.
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Abelian Orbifolds for Brane Brick Models
A construction procedure that induces an abelian orbifold action on the fields and J/E-terms of a parent brane brick model for a toric CY4, yielding explicit orbifolded theories that preserve consistency conditions.
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Polygonal Quivers
Fano lattice polygons define balanced quivers linked to toric surface singularities, placing them on algebraic hypersurfaces with a coinciding generalized mutation operation.