Explicit gauge invariant quantization of the Schwinger model on a circle in the functional Schrödinger representation

Abstract

We solve the Schwinger model on a circle by first finding the explicit groundstate functional(s). Having done this, we give the structure of the Hilbert space and derive bosonization formulae in this formalism.

20 pages, standard latex (epsf used)

References in corpus (1)

• Fermionic and bosonic pair creation in an external electric field at finite temperature using the functional Schrödinger representation

Cited by in corpus (3)

• The Schrodinger Representation for Fermions and a Local Expansion of the Schwinger Model
• Loop Variables for compact two-dimensional quantum electrodynamics
• Exact Solution of the Schwinger Model with Compact U(1)