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A Quiver of Many Runaways

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arxiv 0706.3991 v1 pith:PNMF5SCR submitted 2007-06-27 hep-th

Riccardo Argurio , Cyril Closset This is my paper · ORCID
classification hep-th
keywords cascadequiverrunawaystepalgebraalongaltmannbehavior
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We study the quantum corrections to the moduli space of the quiver gauge theory corresponding to regular and fractional D3-branes at the dP_1 singularity. We find that besides the known runaway behavior at the lowest step of the duality cascade, there is a runaway direction along a mesonic branch at every higher step of the cascade. Moreover, the algebra of the chiral operators which obtain the large expectation values is such that we reproduce Altmann's first order deformation of the dP_1 cone.

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  1. Gravity, finite duality cascades and confinement

    hep-th 2025-06 conditional novelty 7.0 of 10

    The authors construct and test a Type IIB supergravity dual of a finite duality cascade on an orientifolded conifold, flowing from a UV conformal manifold to a confining vacuum.

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