Combinatorics and field theory

Abstract

For any given sequence of integers there exists a quantum field theory whose Feynman rules produce that sequence. An example is illustrated for the Stirling numbers. The method employed here offers a new direction in combinatorics and graph theory.

5 pages, 4 figures

Cited by in corpus (4)

• First Observations on Prefab Posets Whitney Numbers
• Normal Order: Combinatorial Graphs
• Hopf Algebra Structure of a Model Quantum Field Theory
• A generic Hopf algebra for quantum statistical mechanics