Rarita--Schwinger field and multi-component wave equation
A.E. Kaloshin, V.P. Lomov
TL;DR
This paper introduces a straightforward method to solve the wave equation for the Rarita--Schwinger field using off-shell projection operators, enabling the diagonalization of the spin-1/2 sector without extra constraints.
Contribution
The authors present a novel, constraint-free approach to solving the Rarita--Schwinger wave equation by employing off-shell projection operators.
Findings
Diagonalization of spin-1/2 sector achieved
Method simplifies solving Rarita--Schwinger equations
No additional constraints needed
Abstract
We suggest simple method to solve wave equation for Rarita--Schwinger field without additional constraints. This method based on use of off-shell projection operators allows to diagonalize spin-1/2 sector of the field.
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