We introduce a non-perturbative framework for computing structure constants of single-trace
operators in the N= 4 SYM theory at large N. Our approach features new vertices, with …

We give an introduction to the Quantum Spectral Curve in AdS/CFT. This is an integrability-
based framework which provides the exact spectrum of planar super Yang–Mills theory (and …

A bstract We calculate planar tree level one-point functions of non-protected operators in the
defect conformal field theory dual to the D3-D5 brane system with k units of the world volume …

We use integrability techniques to compute structure constants in\(\mathcal {N}= 4\) SYM to
leading order at weak coupling and to leading order in the planar expansion. Three closed …

We introduce a nonperturbative approach to correlation functions of two determinant
operators and one nonprotected single-trace operator in planar N= 4 supersymmetric Yang …

A bstract The major simplification in a number of quantum integrable systems is the
existence of special coordinates in which the eigenstates take a factorised form. Despite …

A bstract We find a massive simplification in the non-perturbative expression for the structure
constant of Wilson lines with 3 cusps when expressed in terms of the key Quantum Spectral …

What is the dimension of spacetime? We address this question in the context of the AdS/CFT
Correspondence. We give a prescription for computing the number of large bulk dimensions …

This is a comprehensive review of the worldsheet techniques for the quantization of type IIB
superstring theory on the AdS5× S5 background, using the pure spinor formalism. Particular …

We calculate the holographic three-point functions in\(\mathcal {N}= 4\) super-Yang-Mills
theory in the case when two of the operators are semiclassical and one is dual to a …