Speaker: Florian Ermer

Title: Computational Bootstrap for conformal eigenvectors

Abstract:
In recent years, a significant breakthrough has been achieved in determining the eigenvalues of the dilatation operator using the quantum spectral curve. However, there is an emerging necessity to compute the associated eigenvectors, crucial for the study of Wilson loops and conformal bootstrapping.
In this talk, I will introduce a computational framework capable of determining the Hamiltonian of a psu(2,2,4) cyclic spin chain, focusing on the example of the one-loop Hamiltonian. The objective is to derive the complete two-loop Hamiltonian for psu(2,2,4).