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Conformally Invariant Powers of Spin Operators on the Sphere
Published 14 Sep 2011 in math.DG | (1109.3169v1)
Abstract: We give explicit formulas for all odd order differential intertwinors on the subbundle of the bundle of spinor-$k$-forms that are annihilated by the Clifford multiplication over the odd dimensional standard sphere. The Dirac and Rarita-Schwinger operators appear in the case of $k=0$ and $k=1$, respectively.
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