Recursive relations in the core Hopf algebra

TL;DR

This paper investigates the structure of co-ideals within the core Hopf algebra associated with quantum field theory, aiming to deepen understanding of its algebraic properties.

Contribution

It introduces a detailed analysis of co-ideals in the core Hopf algebra, revealing new structural insights relevant to quantum field theory.

Findings

Identification of specific co-ideals in the core Hopf algebra

Characterization of their algebraic properties

Implications for quantum field theory algebraic structures

Abstract

We study co-ideals in the core Hopf algebra underlying a quantum field theory.