The Hamiltonian Path Integrand for the Charged Particle in a Constant
Magnetic field as White Noise Distribution [PDF]
Wolfgang Bock, Martin GrothausThe concepts of Hamiltonian Feynman integrals in white noise analysis are used to realize as the first velocity dependent potential the Hamiltonian Feynman integrand for a charged particle in a constant magnetic field in coordinate space as a Hida distribution. For this purpose the velocity dependent potential gives rise to a generalized Gauss kernel. Besides the propagators also the generating functionals are obtained.View original: http://arxiv.org/abs/1307.3478
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