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arxiv: hep-th/9311188 · v1 · submitted 1993-12-01 · ✦ hep-th · alg-geom· gr-qc· math.AG

A Generalized ``Surfaceless'' Stokes' Theorem

classification ✦ hep-th alg-geomgr-qcmath.AG
keywords generalizedtheoremstokessurfacearbitraryauxiliaryconventionaldeformations
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We derive a generalized Stokes' theorem, valid in any dimension and for arbitrary loops, even if self intersecting or knotted. The generalized theorem does not involve an auxiliary surface, but inherits a higher rank gauge symmetry from the invariance under deformations of the surface used in the conventional formulation.

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