Some Realization of $gl_q(n)$-covariant Oscillator Algebra and $gl_q(n)$-covariant q-Virasoro Algebra with $q$ a root of unity

W-S. Chung

paper

Some Realization of $g l_{q} (n)$ -covariant Oscillator Algebra and $g l_{q} (n)$ -covariant q-Virasoro Algebra with $q$ a root of unity

arXiv:q-alg/9610001

Abstract

In this paper some realization of $g l_{q} (n)$ -covariant oscillators is obtained when $q$ is a root of unity. And the $g l_{q} (n)$ -covariant q-Virasoro algebra is presented by using the $g l_{q} (n)$ -covariant oscillators.

arXiv commentLaTeX v1.2, 9 pages with no figures

Some Realization of glq​(n)-covariant Oscillator Algebra and glq​(n)-covariant q-Virasoro Algebra with q a root of unity

Abstract

Some Realization of $g l_{q} (n)$ -covariant Oscillator Algebra and $g l_{q} (n)$ -covariant q-Virasoro Algebra with $q$ a root of unity