A nonperturbative regularization of the supersymmetric Schwinger model
arXiv:hep-th/9903112 · doi:10.1007/s002200050837
Abstract
It is shown that noncommutative geometry is a nonperturbative regulator which can manifestly preserve a space supersymmetry and a supergauge symmetry while keeping only a finite number of degrees of freedom in a theory. The simplest N=1 case of an U(1) supergauge theory on the sphere is worked out in detail.
29 pages, LaTeX
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