Abstract
AbstractThe theory of time reversal and duality of Markov processes was applied to non-relativistic quantum particles in Chapter III. In this chapter we apply the stochastic theory to relativistic quantum particles. We will consider the relativistic Schrödinger equation of a spinless particle in an electromagnetic field. It will be shown that the relativistic quantum particles no longer have continuous paths but move only through pure jumps in contrast to the continuous movement of non-relativistic quantum particles.
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