Superalgebra and Superspace of Vector Spinor Generators
The super Poincare algebra of generators belonging to the (1, 1/2) + (1/2, 1) representation of the Lorentz group is constructed. The closure of the algebra is demonstrated. The supertranslations and the chiral superfield in the new superspace with vector-spinor coordinates are also given.
KeywordsLorentz Group Jacobi Identity Hermitian Conjugate Supersymmetry Algebra Fermionic Generator
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