Symmetries of Celestial Amplitudes
arXiv:1812.01080 · doi:10.1016/j.physletb.2019.03.063
Abstract
Celestial amplitudes provide holographic imprints of four-dimensional scattering processes in terms of conformal correlation functions on a two-dimensional sphere describing Minkowski space at null infinity. We construct the generators of Poincare and conformal groups in the celestial representation and discuss how these symmetries are manifest in the amplitudes.
v2: Appendix added with examples. 7 pages
References in corpus (5)
Cited by in corpus (56)
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- Holographic Symmetry Algebras for Gauge Theory and Gravity
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- Celestial Operator Product Expansions and Symmetry for All Spins
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- Extended Super BMS Algebra of Celestial CFT
- Celestial Diamonds: Conformal Multiplets in Celestial CFT
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- Revisiting the Conformally Soft Sector with Celestial Diamonds
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- Lectures on Celestial Holography
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- Celestial double copy from the worldsheet
- On loop celestial amplitudes for gauge theory and gravity
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- Celestial Dual Superconformal Symmetry, MHV Amplitudes and Differential Equations
- From Celestial Correlators to AdS, and back
- Massive Celestial Fermions
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- Celestial superamplitude in SYM theory
- One-Loop Quantum Effects in Carroll Scalars
- The structure of IR divergences in celestial gluon amplitudes
- Bulk locality from the celestial amplitude
- Conformally Soft Fermions
- Celestial Superamplitudes
- Notes on Resonances and Unitarity from Celestial Amplitudes
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- Celestial Yang-Mills Amplitudes and D=4 Conformal Blocks
- (Chiral) Virasoro invariance of the tree-level MHV graviton scattering amplitudes
- Celestial Geometry
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- Detector Operators for Celestial Symmetries
- The Grassmannian for Celestial Superamplitudes
- Asymptotic symmetries in spatially flat FRW
- Missing Corner in the Sky: Massless Three-Point Celestial Amplitudes
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- Celestial Holography
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