Pages that link to "Item:Q5928117"
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The following pages link to Large branes in AdS and their field theory dual (Q5928117):
Displaying 50 items.
- Subleading corrections to the double coset ansatz preserve integrability (Q270487) (← links)
- Hints of 5d fixed point theories from non-abelian T-duality (Q270742) (← links)
- From Schurs to giants in ABJ(M) (Q302498) (← links)
- Integrable boundaries in AdS/CFT: revisiting the \(Z=0\) giant graviton and D7-brane (Q302818) (← links)
- A basis for large operators in \(N=4\) SYM with orthogonal gauge group (Q302847) (← links)
- Restricted Schur polynomials for fermions and integrability in the \(\mathrm{su}(2| 3)\) sector (Q302908) (← links)
- Operators, correlators and free fermions for SO(\(N\)) and sp(\(N\)) (Q303350) (← links)
- Counting paths with Schur transitions (Q318763) (← links)
- Beyond the planar limit in ABJM (Q332324) (← links)
- Quantum states to brane geometries via fuzzy moduli spaces of giant gravitons (Q339158) (← links)
- Supersymmetric electromagnetic waves on giants and dual-giants (Q339168) (← links)
- \(\mathcal{N} \) = 2 SCFTs: an M5-brane perspective (Q367753) (← links)
- Surprisingly simple spectra (Q407301) (← links)
- Holographic three-point functions of giant gravitons (Q466661) (← links)
- Heating up the BIon (Q466691) (← links)
- Holographic correlation functions for open strings and branes (Q466760) (← links)
- Dielectric 5-branes and giant gravitons in ABJM (Q469159) (← links)
- Nonplanar integrability (Q475907) (← links)
- Giant graviton oscillators (Q489677) (← links)
- Mass-spin relation for quark anti-quark bound states in non-commutative Yang-Mills theory (Q620743) (← links)
- Supersymmetric vacua of mass-deformed M2-brane theory (Q627850) (← links)
- Finite factorization equations and sum rules for BPS correlators in \(N=4\) SYM theory (Q697910) (← links)
- On the dielectric effect for gravitational waves (Q700873) (← links)
- ``Non-renormalization'' without supersymmetry (Q713576) (← links)
- Open spin chains for giant gravitons and relativity (Q737501) (← links)
- Orthogonal schurs for classical gauge groups (Q737678) (← links)
- Giant hedge-hogs: spikes on giant gravitons (Q874068) (← links)
- Giant gravitons in \(\text{AdS}_{3}\times S^{3}\times T^{4}\) as fuzzy cylinders (Q875740) (← links)
- Giant gravitons and fuzzy \(\mathbb CP^{2}\) (Q875764) (← links)
- Dynamics of giant-gravitons in the LLM geometry and the fractional quantum Hall effect (Q877289) (← links)
- Branes wrapping black holes (Q877325) (← links)
- Bubbling ads and vacuum string field theory (Q879887) (← links)
- Brane partons and singleton strings (Q881682) (← links)
- Computing Wilson lines with dielectric branes (Q881683) (← links)
- From a giant M2 to a giant D2 (Q992433) (← links)
- The M2-brane dual giant in a ten-dimensional description (Q992473) (← links)
- Open strings in the plane wave background. I: Quantization and symmetries (Q1404845) (← links)
- A microscopical description of giant gravitons. II: the AdS\(_5\times S^5\) background (Q1408052) (← links)
- Shape and holography: studies of dual operators to giant gravitons (Q1414543) (← links)
- Correlations vs connectivity in R-charge (Q1627290) (← links)
- BPS operators in \( \mathcal{N}=4 \) SO(\(N\)) super Yang-Mills theory: plethysms, dominoes and words (Q1635136) (← links)
- Spectra of certain holographic ABJM Wilson loops in higher rank representations (Q1636521) (← links)
- Anomalous dimensions of heavy operators from magnon energies (Q1638444) (← links)
- A stringy glimpse into the black hole horizon (Q1641689) (← links)
- Giant graviton interactions and M2-branes ending on multiple M5-branes (Q1651103) (← links)
- Observables in the Guarino-Jafferis-Varela/CS-SYM duality (Q1696226) (← links)
- Notes on worldvolume supersymmetries for D-branes \(\mathrm{AdS}_{5} \times S^5\) background (Q1705919) (← links)
- Superposition induced topology changes in quantum gravity (Q1706932) (← links)
- Non-perturbative string theory from AdS/CFT (Q1735653) (← links)
- From Gauss graphs to giants (Q1748706) (← links)
