The study demonstrates convergence of solutions in zero-mass limit, suggesting new insights into particle behavior in electromagnetic fields.
It is shown that mass-parameter-dependent solutions of the imaginary-time magnetic relativistic Schrödinger equations converge as functionals of Lévy processes represented by stochastic integrals of stationary Poisson point processes if mass-parameter goes to zero.
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一瀬 et al. (2014) studied this question.
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