Pages that link to "Item:Q2635997"

The following pages link to Light-cone AdS/CFT-adapted approach to AdS fields/currents, shadows, and conformal fields (Q2635997):

Displaying 21 items.

• Higher-spin modes in a domain-wall universe (Q271273) (← links)
• The BRST-BV approach to massless fields adapted for the AdS/CFT correspondence (Q309328) (← links)
• Boundary values of mixed-symmetry massless fields in AdS space (Q347601) (← links)
• Higher spins in hyper-superspace (Q895403) (← links)
• Light-cone form of field dynamics in anti-de Sitter space-time and AdS/CFT correspondence (Q1572381) (← links)
• Geometrical structure of Weyl invariants for spin three gauge field in general gravitational background in \(d = 4\) (Q1626447) (← links)
• Ambitwistors, oscillators and massless fields on \(\mathrm {AdS}_5\) (Q1636127) (← links)
• Long, partial-short, and special conformal fields (Q1638681) (← links)
• Weyl action of two-column mixed-symmetry field and its factorization around (A)dS space (Q1638832) (← links)
• Higher-spin charges in Hamiltonian form. II: Fermi fields (Q1692815) (← links)
• Cubic interaction vertices for continuous-spin fields and arbitrary spin massive fields (Q1707003) (← links)
• Supertwistor formulation for massless superparticle in \(AdS_{5} \times S^{5}\) superspace (Q1993710) (← links)
• Cubic interactions for arbitrary spin \(\mathcal{N} \)-extended massless supermultiplets in 4d flat space (Q2292501) (← links)
• Scattering of conformal higher spin fields (Q2413659) (← links)
• Poincaré–Einstein holography for forms via conformal geometry in the bulk (Q5248119) (← links)
• General light-cone gauge approach to conformal fields and applications to scalar and vector fields (Q6045606) (← links)
• Microscopic entanglement wedges (Q6074066) (← links)
• Holography of a single free matrix (Q6590774) (← links)
• Reconstructing the spacetime dual to a free matrix (Q6609324) (← links)
• Constructive holography (Q6633679) (← links)
• Massive fields in AdS from constructive holography (Q6633820) (← links)