most citedA Crossing-Symmetric OPE Inversion Formula

50 citations · 50 across the 1 of their papers we have counts for

collaborators

6 papers

hep-th2019

Sphere Packing and Quantum Gravity

Thomas Hartman, Dalimil Mazáč, Leonardo Rastelli

We establish a precise relation between the modular bootstrap, used to constrain the spectrum of 2D CFTs, and the sphere packing problem in Euclidean geometry. The modular bootstra…

hep-th201950 cited

A Crossing-Symmetric OPE Inversion Formula

Dalimil Mazac

We derive a Lorentzian OPE inversion formula for the principal series of . Unlike the standard Lorentzian inversion formula in higher dimensions, the formula desc…

hep-th2018

An Analytic Approach to BCFT

Dalimil Mazáč, Leonardo Rastelli, Xinan Zhou

We develop an analytic approach to Boundary Conformal Field Theory (BCFT), focussing on the two-point function of a general pair of scalar primary operators. The resulting crossing…

hep-th2018

The Analytic Functional Bootstrap II: Natural Bases for the Crossing Equation

Dalimil Mazac, Miguel F. Paulos

We clarify the relationships between different approaches to the conformal bootstrap. A central role is played by the so-called extremal functionals. They are linear functionals ac…

hep-th2018

No Particle Production in Two Dimensions: Recursion Relations and Multi-Regge Limit

Barak Gabai, Dalimil Mazac, Andrei Shieber +2

We introduce high-energy limits which allow us to derive recursion relations fixing the various couplings of Lagrangians of two-dimensional relativistic quantum field theories with…

hep-th2018

The Analytic Functional Bootstrap I: 1D CFTs and 2D S-Matrices

Dalimil Mazac, Miguel F. Paulos

We study a general class of functionals providing an analytic handle on the conformal bootstrap equations in one dimension. We explicitly identify the extremal functionals, corresp…