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Showing 1 to 2 of 2 for “"Rarita-Schwinger operator"”.
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Conformally Invariant Operators in Higher Spin Spaces
… arbitrary order conformally invariant operators in higher spin spaces, where functions take values in irreducible representations of Spin groups. We provide explicit formulas for them.</p> <p>We first construct the Dirac operator and Rarita-Schwinger operator as Stein Weiss type …
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Finite Dimensional Approximation and Pin(2)-equivariant Property for Rarita-Schwinger-Seiberg-Witten Equations
<p>The Rarita-Schwinger operator Q was initially proposed in the 1941 paper by Rarita and Schwinger to study wave functions of particles of spin 3/2, and there is a vast amount of physics literature on its properties. Roughly speaking, 3/2−spinors are spinor-valued 1-forms that also happen to be in …