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Relativistic quantum mechanics: wave equations; with 89 worked examples and problems / Walter Greiner,. With a foreword by D. A. Bromley. - 3. ed. The derived normalized relativistic energy momentum relation together with the known Schrodinger equation is used as a starting point to establish a wave Chapter 15 presents the relativistic wave equations for higher spin (Proca, Rarita-Schwinger, and Bargmann-Wigner). The extensive presentation of theIn order to derive relativistic wave equations, we first recall the correspon- dence principle8. examples of spin-1 particles occurring in nature. the wave functions ?( r, t) are vectors of dimension larger one, equations which for various particles take the place of the Schrodinger equation. The Dirac equation, like the Klein-Gordon equation, possesses solutions with negative energy, which, in the framework of wave mechanics, leads to difficulties (