A spinor-like representation of the contact superconformal algebra K'(4)

Physics – High Energy Physics – High Energy Physics - Theory

Scientific paper

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19 pages, TeX. Corrections to the references in the paper to be published in J. Math. Phys. v 42, no 1, 2001

Scientific paper

In this work we construct an embedding of a nontrivial central extension of
the contact superconformal algebra K'(4) into the Lie superalgebra of
pseudodifferential symbols on the supercircle S^{1|2}. Associated with this
embedding is a one-parameter family of spinor-like tiny irreducible
representations of K'(4) realized just on 4 fields instead of the usual 16.

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