Authors: John French
This paper is an extension of a paper by the author where a quantization of classical spinningparticle equations is carried out using the Euler angles of the particle. Relativistic corrections are found and compared to the Foldy-Wouthuysen transformation of the Dirac equation. In the first section we only consider constant weak electric and magnetic fields, and find agreement toall orders of 1/c^2. We then look at a more general situation and compare our quantization method to that of Chiou and Chen again for constant weak fields. In the last section we consider a general constant magnetic field with no electric field and look at the differencebetween this result and the Foldy-Wouthuysen transformation when strong magnetic fieldterms are included.
Comments: 13 Pages. This paper is a preprint
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