Adelic Path Integrals for Quadratic Lagrangians
G. S. Djordjevic, B. Dragovich, L. Nesic
Abstract
Feynman's path integral in adelic quantum mechanics is considered. The propagator K(x'',t'';x',t') for one-dimensional adelic systems with quadratic Lagrangians is analytically evaluated. Obtained exact general formula has the form which is invariant under interchange of the number fields R and Qp.
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