SAIP2010

One loop anomalous dimension for a class of operators with bare dimension of O(N)

Not scheduled

CSIR Convention Centre

Presentation Track G - Theoretical and Computational Physics

Speaker

Mr Vincent De Comarmond (WITS)

Description

For operators of bare dimension of O(N), even in the large N limit the planar approximation is inaccurate. Here we study the anomolous dimension of operators built using two complex N by N matricies Z and Y . A basis for these operators, the restricted Schur polynomials, has been developed in [1]. The present study generalizes the work of [2], which considered operators built using no more than two Ys.