Reply to Hagen & Sudarshan's Comment

Abstract

We show that the argument in Phys Rev Lett 70 (1993) 1360 is correct and consistent, and that Hagen & Sudarshan's solution has inconsistency leading to non-vanishing commutators of $[P^1,P^2]$ and $[P^j,H]$ even in physical states. This proves that many of HS's statements in their Comment are based merely on incorrect guess, but not on careful algebra.

one page, UMN-TH-1245/94

References in corpus (2)

• Operator Algebra in Chern-Simons Theory on a Torus
• Comment on Operator Algebra in Chern-Simons Theory on a Torus