Emergent Schrodinger geometries from mass-deformed CFT
Hee-Cheol Kim, Seok Kim, Kimyeong Lee, Jaemo Park
TL;DR
This paper explores how mass deformation in a specific M-theory setup leads to emergent Schrödinger geometries, providing insights into non-relativistic limits of holographic duals with Sasaki-Einstein manifolds.
Contribution
It demonstrates the emergence of Schrödinger geometries from mass-deformed M-theory solutions involving Sasaki-Einstein manifolds, detailing the field theory deformation for a round sphere case.
Findings
Infrared solutions contain 5D Schrödinger geometry.
Mass deformation analyzed for round sphere case.
Holographic flow connects AdS4 to Schrödinger spacetime.
Abstract
We study an M-theory solution for the holographic flow of AdS4 times Sasaki-Einstein 7-manifolds with skew-whiffing, perturbed by a mass operator. The infrared solution contains the 5 dimensional Schrodinger geometry after considering the gravity dual of the standard non-relativistic limit of relativistic field theories. The mass deformation of the field theory is discussed in detail for the case with 7 manifold being a round sphere.
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