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List of talks
O.Andreev
(Munich Univ., Munich, Germany / Landau Inst., Chernogolovka)
Effective actions, nonrelativistic diffeomorphism invariance and some applications
G.Barnich
(International Solvay Inst., Brussels, Belgium)
The quantum Coulomb solution as a coherent state of unphysical photons. A physical toy model for black hole microstates
M.Beccaria
(INFN, Lecce, Italy)
Higher spins in Ads5 at one loop: vacuum energy and conformal anomaly
C.Iazeolla
(Inst. of Physics of the Czech Academy of Sciences)
Four dimensional higher-spin geometries from various curvature deformations
E.Joung
(Imperial College, London, UK)
On the partially-massless and mixed-symmetry extensions of higher spin symmetries
S.Lal
(Seoul National Univ., Seoul, Korea)
Computing logarithmic corrections to AdS partition functions
R.Manvelyan
(Yerevan Physics Inst., Yerevan, Armenia)
Local quartic interaction of scalars with higher spin gauge fields and tuning of cubic vertices
E.Skvortsov
(Max Planck Inst., Potsdam, Germany)
Uniformizing higher-spin equations
D.Sorokin
(INFN, Padua, Italy)
Conformal higher-spin fields in (super) hyperspace
A.Tseytlin
(Imperial College, London, UK)
Quantum tests of vectorial AdS/CFT duality
D.Ageev
(Steklov Mathematical Inst., Moscow)
Holographic thermalization in heavy-ions collisions
K.Alkalaev
(Lebedev Physical Inst., Moscow)
On AdS(2) higher spin gravity
V.Didenko
(Lebedev Physical Inst., Moscow)
Note on a black brane in four dimensions
O.Gelfond
(NIISI, Moscow)
Higher-rank fields and currents
M.Grigoriev
(Lebedev Physical Inst., Moscow)
Conformal (non)invariance of the maximal depth partially massless fields
E.Ivanov
(JINR, Dubna)
SU(2|1)- supersymmetric quantum mechanics
R.Metsaev
(Lebedev Physical Inst., Moscow)
Mixed-symmetry fields in AdS(5), conformal fields and AdS/CFT
N.Misuna
(Lebedev Physical Inst., Moscow)
Off-shell scalar supermultiplet in the unfolded dynamics approach
M.Vasiliev
(Lebedev Physical Inst., Moscow)
Recent developments in higher-spin gauge fields theory
Yu.Zinoviev
(IHEP, Serpukhov)
Spin 5/2 in a Fradkin-Vasiliev formalism
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Last update: December 22, 2014