Rigorous Real-Time Feynman Path Integral for Vector Potentials

Physics – Mathematical Physics

Scientific paper

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Scientific paper

10.1088/0305-4470/33/50/306

we will show the existence and uniqueness of a real-time, time-sliced Feynman path integral for quantum systems with vector potential. Our formulation of the path integral will be derived on the $L^2$ transition probability amplitude via improper Riemann integrals. Our formulation will hold for vector potential Hamiltonian for which its potential and vector potential each carries at most a finite number of singularities and discontinuities.

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