The Rarita-Schwinger equation for a spin-32 particle with minimal electromagnetic coupling is sol... more The Rarita-Schwinger equation for a spin-32 particle with minimal electromagnetic coupling is solved completely in the case when a constant homogeneous external magnetic field H is present. It is shown that the spectrum of energy eigenvalues includes complex values if H is such that eta≡(2eH3m3)>1, and further that the norm of the Rarita-Schwinger wave function (i.e., the total "charge" integral
The Rarita-Schwinger equation for a spin-32 particle with minimal electromagnetic coupling is sol... more The Rarita-Schwinger equation for a spin-32 particle with minimal electromagnetic coupling is solved completely in the case when a constant homogeneous external magnetic field H is present. It is shown that the spectrum of energy eigenvalues includes complex values if H is such that eta≡(2eH3m3)>1, and further that the norm of the Rarita-Schwinger wave function (i.e., the total "charge" integral
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Papers by Prabhakaran M