The Zero-Mass Limit Problem for a Relativistic Spinless Particle in an Electromagnetic Field
arXiv:1403.7271 · doi:10.3792/pjaa.90.60
Abstract
It is shown that mass-parameter-dependent solutions of the imaginary-time magnetic relativitstic Schrödinger equations converge as functionals of Lévy processes represented by stochastic integrals of stationary Poisson point processes if mass-parameter goes to zero.
12 pages