Spin-matrix polynomial development of the hamiltonian for a free particle of arbitrary spin and mass
The Hamiltonian and other relevant physical operators for a free particle of arbitrary spin and mass, based upon the generalized Foldy-Wouthuysen transformation, are developed in terms of the spin-matrix polynomials. The general theory of these polynomials, given in an earlier paper, is reviewed briefly. It is a general feature of these expansions that the number of terms is determined by the spin of the particle, but the coefficients are spin-independent. The massless limit is examined in some detail and the invariant metric operator is discussed. © 1966 The American Physical Society.
Publication Source (Journal or Book title)
Williams, S., Draayer, J., & Weber, T. (1966). Spin-matrix polynomial development of the hamiltonian for a free particle of arbitrary spin and mass. Physical Review, 152 (4), 1207-1212. https://doi.org/10.1103/PhysRev.152.1207