Yang-Mills Integrals

Abstract

Two results are presented for reduced Yang-Mills integrals with different symmetry groups and dimensions: the first is a compact integral representation in terms of the relevant variables of the integral, the second is a method to analytically evaluate the integrals in cases of low order. This is exhibited by evaluating a Yang-Mills integral over real symmetric matrices of order 3.

LaTeX, 10 pages, references added and minimal changes

References in corpus (4)

• Convergent Yang-Mills Matrix Theories
• The Convergence of Yang-Mills Integrals
• Geometry of Reduced Supersymmetric 4D Yang-Mills Integrals
• Gaussian and Mean Field Approximations for Reduced 4D Supersymmetric Yang-Mills Integral

Cited by in corpus (4)

• Characteristic polynomials of random Hermitian matrices and Duistermaat-Heckman localisation on non-compact Kaehler manifolds
• Rotational Symmetry Breaking in Multi-Matrix Models
• Towards a fully automated computation of RG-functions for the 3-$d$ O(N) vector model: Parametrizing amplitudes
• Polyakov Lines in Yang-Mills Matrix Models