Non-relativistic superstrings: a new soluble sector of AdS5 × S5

By Joaquim Gomis, K. Kamimura. 2005

214 citations recorded by the source corpus.

We find a new sector of string theory in AdS5 × S5 describing non-relativistic superstrings in that geometry. The worldsheet theory of non-relativistic strings in AdS5 × S5 is derived and shown to reduce to a supersymmetric free field theory in AdS2. Non-relativistic string theory provides a new calculable setting in which to study holography.

Subfields: Astronomy and Astrophysics, Nuclear and High Energy Physics

View Paper: https://www.semanticscholar.org/paper/fc829ca6b35e8040e3172517a9c5888c03047341

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Citations in the corpus

Newtonian gravity and the Bargmann algebra (2010, methodology): “This requires a contraction of the Poincaré algebra in which the Bargmann algebra is replaced by a centrally extended string Galilean algebra or, if one includes the cosmological constant, by a string Newton-Hooke algebra [11, 12].”
Holographic Wilson loops (2006, background): “We study the modification on the low energy effective field theory on the N D3-branes that generate the AdS5×S(5) background due to the 11 This foliation structure and the relation with N = 4 SYM defined on the AdS2×S 2 boundary – which makes manifest the symmetries left unbroken by the insertion of”
Carroll versus Galilei gravity (2017, unknown): “In this alternative approach one ends up with a non-relativistic vibrating string in the bulk [10].”
Strings with non-relativistic conformal symmetry and limits of the AdS/CFT correspondence (2018, unknown): “[14, 21, 25–27] for earlier work and [5, 20, 28–33] for more recent work).”
Half-BPS Wilson loop and AdS2/CFT1 (2017, background): “2 The spectrum of quadratic superstring fluctuations is the same as in the case of “non-relativistic limit” of AdS5×S(5) superstring [20] and was suggested [10] to be related via AdS2/CFT1 to the OSp(4 ∗|4) invariant N = 8 superconformal quantum mechanics of [21].”
Galilean Conformal Algebras and AdS/CFT (2009, methodology): “An algebraically equivalent contraction to ours, of the isometries of AdS5 × S , was studied in [53] as an example of a non-relativistic string theory.”