A bstract We develop a novel nonperturbative approach to a class of three-point functions in
planar\(\mathcal {N}\)= 4 SYM based on Thermodynamic Bethe Ansatz (TBA). More …

A bstract The planar integrability of\(\mathcal {N}\)= 4 super-Yang-Mills (SYM) is the
cornerstone for numerous exact observables. We show that the large charge sector of the …

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 study the Feynman graph structure and compute certain exact four-point
correlation functions in chiral CFT 4 proposed by Ö. Gürdŏgan and one of the authors as a …

We provide the eigenfunctions for a quantum chain of N conformal spins with nearest-
neighbor interaction and open boundary conditions in the irreducible representation of SO …

A bstract Separation of variables (SoV) is a special property of integrable models which
ensures that the wavefunction has a very simple factorised form in a specially designed …

A bstract We consider four-point integrals arising in the planar limit of the conformal “fishnet”
theory in four dimensions. They define a two-parameter family of higher-loop Feynman …

A bstract In this paper we study a wide class of planar single-trace four point correlators in
the chiral conformal field theory (χCFT 4) arising as a double scaling limit of the γ …

We present a conjecture for the three-point functions of single-trace operators in planar N= 4
super-Yang-Mills theory at finite coupling, in the case where two operators are protected …

A bstract In our previous paper we derived the holographic dual of the planar fishnet CFT in
four dimensions. The dual model becomes classical in the strongly coupled regime of the …