The Slavnov-Taylor Identities for the 2+1 Dimensional Noncommutative CP${}^{N-1}$ Model

Abstract

In the context of the $1/N$ expansion, the validity of the Slavnov-Taylor identity relating three and two point functions for the $2+1$ dimensional noncommutative CP${}^{N-1}$ model is investigated, up to subleading $1/N$ order, in the Landau gauge.

10 pages, revtex4

References in corpus (2)

• The three-dimensional noncommutative Gross-Neveu model
• Slavnov-Taylor identities for noncommutative QED${}_4$

Cited by in corpus (1)

• Lorentz violation bounds on Bhabha scattering