T-and Y-systems are ubiquitous structures in classical and quantum integrable systems.
They are difference equations having a variety of aspects related to commuting transfer …

Motivated by the computation of scattering amplitudes at strong coupling, we consider
minimal area surfaces in AdS 5 which end on a null polygonal contour at the boundary. We …

Abstract We compute super Yang–Mills planar amplitudes at strong coupling by considering
minimal surfaces in AdS 5 space. The surfaces end on a null polygonal contour at the …

A general class of rotating closed string solutions in AdS 5× S 5 is shown to be described by
a Neumann-Rosochatius one-dimensional integrable system. The latter represents an …

We show that solitonic solutions of the classical string action on the AdS5× S5 background
that carry charges (spins) of the Cartan subalgebra of the global symmetry group can be …

We consider minimal surfaces in three dimensional anti-de-Sitter space that end at the AdS
boundary on a polygon given by a sequence of null segments. The problem can be reduced …

We review a special class of seraiclassical string states in AdS5× S5 which have a regular
expansion of their energy in integer powers of the ratio of the square of the string tension ('t …

We compute form factors in planar\(\mathcal {N}= 4\) Super Yang-Mills at strong coupling.
Namely we consider the overlap between an operator insertion and 2n gluons. Through the …

We consider fixing the bosonic light-cone gauge for string in AdS space in the phase space
framework, ie, by choosing x+= τ, and by choosing σ so that P+ is distributed uniformly (its …

We demonstrate that the recently found agreement between one-loop scaling dimensions of
large dimension operators in Script N= 4 gauge theory and energies of spinning strings on …