We study interacting theories of N left-moving and N¯ right-moving Floreanini-Jackiw
bosons in two dimensions. A parametrized family of such theories is shown to enjoy …

We quantize the ModMax oscillator, which is the dimensional reduction of the modified
Maxwell theory to one spacetime dimension. We show that the propagator of the ModMax …

We study TT¯-deformed O (N) scalar field theory in two-dimensional spacetime using the
functional renormalization group. We derive the β functions for the couplings in the system …

A bstract We compute the leading correction to entanglement entropy in\(T\overline {T}\)
deformed massive QFTs. We show that both for massive scalar and Dirac fermion, the …

We investigate higher-order corrections to correlators in a general CFT with the double trace
TT deformation. Traditional perturbation theory proves inadequate for addressing this issue …

That the exact quantum S-matrix of TT¯-deformed field theories is known has interesting
consequences for their perturbative renormalization. Recent investigations into the interplay …

Since the definition of TT¯ deformation in the curved Riemann surface is obstructive in the
literature, we propose a way to do the deformation in the genus two Riemann surfaces by …

Pure three-dimensional gravity is a renormalizable theory with two free parameters labelled
by $ G $ and $\Lambda $. As a consequence, correlation functions of the boundary stress …

In this study, we examine the modular transformations of the (root-) $\text {T}\overline {\text
{T}} $ deformed torus partition function of a two-dimensional CFT (with a gravitational …

We investigate higher-order corrections to correlators in a general CFT with the double trace
$ T\bar {T} $ deformation. Traditional perturbation theory proves inadequate for addressing …