Conformal string operators and skewed parton distributions

TL;DR

This paper explores skewed parton distributions in coordinate space, solving the leading-order evolution equation using eigenfunctions linked to conformal symmetry, enhancing understanding of their mathematical structure.

Contribution

It introduces a solution to the LO evolution equation for skewed parton distributions using conformal eigenfunctions, clarifying their relation to conformal symmetry.

Findings

Explicit solution of the LO evolution equation.

Connection between eigenfunctions and conformal symmetry.

Enhanced understanding of skewed parton distributions in coordinate space.

Abstract

We discuss skewed parton distributions in the coordinate space. Solution of the corresponding LO evolution equation is constructed in terms of eigenfunctions of the evolution kernel and its relation to the conformal symmetry is explained.