Computing quivers for two and higher loops for the colored planar $\phi^3$ theory

TL;DR

This paper presents a new set of Feynman-like rules to compute quivers at two and higher loops in the colored planar φ^3 theory, facilitating analysis of complex loop structures.

Contribution

It introduces a novel method for calculating quivers at higher loops in the colored planar φ^3 theory, expanding computational tools in quantum field theory.

Findings

Successfully applied rules to specific cases

Demonstrated feasibility for higher loop calculations

Provides a framework for future research

Abstract

We introduce Feynman-like rules to compute quivers for two loops and higher for the coloured planar $\phi^3$ theory for winding number zero. We demonstrate this for a few cases.