The probability of quantum transitions of a molecule between its states under the action of an electromagnetic field is represented as an integral over trajectories of a real alternating functional. A method is proposed for computing the integral using recurrence relations. The method is used to describe the ionization of hydrogen atom.
The probability of quantum transitions of a molecule between its states under the action of an electromagnetic field is represented as an integral over trajectories from a real alternating functional. A method is proposed for computing the integral using recurrence relations. The method is attached to describe the two-photon Rabi oscillations.
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