Asymptotic freedom of gluons in the Fock space

TL;DR

This paper demonstrates how asymptotic freedom of gluons can be understood through a family of scale-dependent Hamiltonians derived via renormalization group methods in Fock space.

Contribution

It introduces a novel Hamiltonian framework for asymptotic freedom in quantum Yang-Mills theory using renormalization group techniques.

Findings

Hamiltonians depend on energy scale

Renormalization group applied to Fock space

Gluon behavior aligns with asymptotic freedom

Abstract

Asymptotic freedom of gluons is described in terms of a family of scale-dependent renormalized Hamiltonian operators acting in the Fock space. The Hamiltonians are obtained by applying the renormalization group procedure for effective particles to quantum Yang-Mills theory.