A Polynomial Weyl Invariant Spinning Membrane Action
Abstract
A review of the construction of a Weyl-invariant spinning-membrane action that is polynomial in the fields, without a cosmological constant term, comprised of quadratic and quartic-derivative terms, and where supersymmetry is linearly realized, is presented. The action is invariant under a modified supersymmetry transformation law which is derived from a new Q + K + S sum-rule based on the 3D-superconformal algebra .
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