Abstract
We reconsider in details the Dirac equation in the context of the Magueijo–Smolin approach to the Doubly Special Relativity. Starting from the deformed dispersion relation we focus on obtaining a Dirac equation in momentum space, allowing us to achieve a more in-depth study of its semiclassical approach. Finally by means of a "deformed correspondence principle" we gain access to an equation in the position space.
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