Renormalization of noncommutative Yang-Mills theories: A simple example

Abstract

We prove by explicit calculation that Feynman graphs in noncommutative Yang-Mills theory made of repeated insertions into itself of arbitrarily many one-loop ghost propagator corrections are renormalizable by local counterterms. This provides a strong support for the renormalizability conjecture of that model.

11 pages, LaTeX 2e, 6 figures