Pages that link to "Item:Q476022"
From MaRDI portal
The following pages link to Writing CFT correlation functions as AdS scattering amplitudes (Q476022):
Displaying 50 items.
- Conformal bootstrap, universality and gravitational scattering (Q253008) (← links)
- Computing three-point functions for short operators (Q270515) (← links)
- Projectors, shadows, and conformal blocks (Q270586) (← links)
- Bootstrapping the \(O\)(\(N\) ) vector models (Q270820) (← links)
- Spinning AdS propagators (Q271145) (← links)
- AdS field theory from conformal field theory (Q302734) (← links)
- Star integrals, convolutions and simplices (Q303130) (← links)
- Loops, polytopes and splines (Q303311) (← links)
- On Feynman rules for Mellin amplitudes in AdS/CFT (Q332281) (← links)
- Deep inelastic scattering in conformal QCD (Q364854) (← links)
- Correlation functions in holographic minimal models (Q447225) (← links)
- Writing CFT correlation functions as AdS scattering amplitudes (Q476022) (← links)
- Tailoring three-point functions and integrability (Q480597) (← links)
- Nonlinear symmetries of perfectly invisible \textit{PT}-regularized conformal and superconformal mechanics systems (Q667290) (← links)
- All tree-level correlators in \(\mathrm{AdS}_{5} \times S_{5}\) supergravity: hidden ten-dimensional conformal symmetry (Q667296) (← links)
- Towards 4-point correlation functions of any \( \frac{1}{2} \)-BPS operators from supergravity (Q680598) (← links)
- A Mellin space approach to the conformal bootstrap (Q682899) (← links)
- Anatomy of geodesic Witten diagrams (Q682959) (← links)
- Geodesic diagrams, gravitational interactions \& OPE structures (Q683212) (← links)
- Spinning Witten diagrams (Q683213) (← links)
- Tree-level correlators of scalar and vector fields in AdS/CFT (Q737743) (← links)
- The analytic bootstrap and AdS superhorizon locality (Q737854) (← links)
- From correlation functions to event shapes (Q748625) (← links)
- Renormalization group flows, the \(a \)-theorem and conformal bootstrap (Q779292) (← links)
- Boundary correlators in WZW model on \( \mathrm{AdS}_2\) (Q779363) (← links)
- A multipoint conformal block chain in \(d\) dimensions (Q779391) (← links)
- AdS/CFT unitarity at higher loops: high-energy string scattering (Q779405) (← links)
- Twistor strings for \(\mathcal{N} = 8\) supergravity (Q780690) (← links)
- Absence of \(D^4R^4\) in M-theory from ABJM (Q780697) (← links)
- Three-point functions at strong coupling in the BMN limit (Q780724) (← links)
- Analytic functional bootstrap for CFTs in \(d > 1\) (Q780749) (← links)
- Genus-2 holographic correlator on \(\mathrm{AdS}_5 \times S^5\) from localization (Q780889) (← links)
- Loops in AdS: from the spectral representation to position space (Q783851) (← links)
- Spinor-helicity formalism for massless fields in \(\mathrm{AdS}_4\). II: Potentials (Q783876) (← links)
- Mellin amplitudes for \(1d\) CFT (Q825710) (← links)
- Bulk locality for scalars and fermions with global symmetry (Q825765) (← links)
- Veneziano amplitude of Vasiliev theory (Q1627276) (← links)
- Momentum-space conformal blocks on the light cone (Q1627360) (← links)
- Light-ray operators in conformal field theory (Q1635210) (← links)
- Quantum gravitational corrections for spinning particles (Q1636302) (← links)
- Locality, bulk equations of motion and the conformal bootstrap (Q1636337) (← links)
- Towards spinning Mellin amplitudes (Q1637448) (← links)
- Witten diagrams revisited: the AdS geometry of conformal blocks (Q1638178) (← links)
- A quantum correction to chaos (Q1638661) (← links)
- On information loss in \(\mathrm{AdS}_{3 }\mathrm{CFT}_{2}\) (Q1638691) (← links)
- Higher-point conformal blocks and entanglement entropy in heavy states (Q1638703) (← links)
- On quantum corrections in higher-spin theory in flat space (Q1638739) (← links)
- Conformal bootstrap with slightly broken higher spin symmetry (Q1638794) (← links)
- Spinor-helicity three-point amplitudes from local cubic interactions (Q1639011) (← links)
- Holographic conformal blocks from interacting Wilson lines (Q1639072) (← links)