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Paper   IPM / Physic / 7213
School of Physics
  Title:   Generalized Noncommutative Supersymmetry from A New Gauge Symmetry
  Author(s):  R. Abbaspur
  Status:   Preprint
  No.:  0
  Year:  2002
  Supported by:  IPM
Using the notion of a gauge connection on a flat superspace, we construct a general class of noncommutative (D=2, N=1) supertranslation algebras generalizing the ordinary algebra by inclusion of some new bosonic and fermionic operators. We interpret the new operators entering into the algebra as the generators of a U(1) (super) gauge symmery of the underlying theory on superspace. These superalgebras are gauge invariant, though not closed in general. We then show that these type of superalgebras are naturally realized in a supersymmetric field theory possessing a super U(1) gauge symmetry. As the non-linearly realized symmetries of this theory, the generalized noncommutative (super)translations and super gauge transformations are found to form a closed algebra.

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