Results 171 to 180 of about 45,942 (277)
NOTE ON THE BOUNDARY TERMS IN AdS/CFT CORRESPONDENCE FOR RARITA–SCHWINGER FIELD [PDF]
R. C. Rashkov
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Constructing an explicit AdS/CFT correspondence with Cartan geometry
An explicit AdS/CFT correspondence is shown for the Lie group SO(4,2). The Lie symmetry structures allow for the construction of two physical theories through the tools of Cartan geometry.
Jeffrey S. Hazboun
doaj
Some Aspects of the AdS/CFT Correspondence
This is a very brief review of some aspects of the AdS/CFT correspondence with an emphasis on the role of the topology of the boundary and the meaning of the sum over bulk geometries.
de Boer, Jan, Maoz, Liat, Naqvi, Asad
core
LOCAL SYMMETRIES IN THE AdS7/CFT6 CORRESPONDENCE [PDF]
Madoka Nishimura, Yoshiaki Tanii
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Holography and the AdS/CFT Correspondence
In this chapter, we will describe the AdS/CFT correspondence, which relates a gravity theory, usually in an Anti-de Sitter (AdS) \(d+1\) dimensional background to a field theory with conformal invariance (CFT) in d dimensions, living at a boundary of the space.
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Tensionless AdS3/CFT2 and single trace T T ¯ $$ T\overline{T} $$
One of the few cases of AdS/CFT where both sides of the duality are under good control relates tensionless k = 1 strings on AdS3 to a two-dimensional symmetric product CFT. Building on prior observations, we propose an exact duality between string theory
Andrea Dei+3 more
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Curvature dependence of running gauge coupling and confinement in AdS-CFT correspondence [PDF]
Shinʼichi Nojiri, Sergei D. Odintsov
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Holography For Rotating Black Holes [PDF]
Holographic principle and its realization in string theory through AdS/CFT correspondence has given us a new way to study the theory of quantum gravity. Shortly, holography in this context is understood as a duality between a gravitational theory in D+1 ...
Siahaan, H. M. (Haryanto)
core
Timelike Kasner singularities and Floquet states in 2+1d AdS/CFT
We consider a model of a holographic 2+1d CFT interacting with an oscillating background gauge field. It is solved by an AdS-Vaidya metric describing Ohmic heating of the boundary field theory.
Emil Albrychiewicz, Ori J. Ganor
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Bulk Operator Reconstruction in Topological Tensor Network and Generalized Free Fields. [PDF]
Zeng X, Hung LY.
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