A time-dependent logarithmic perturbation theory is developed that preserves closed-integral correction expressions and recovers exact results for the driven harmonic oscillator while providing accurate observables for the driven hydrogen atom.
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Time-Dependent Logarithmic Perturbation Theory for Quantum Dynamics: Formulation and Applications
A time-dependent logarithmic perturbation theory is developed that preserves closed-integral correction expressions and recovers exact results for the driven harmonic oscillator while providing accurate observables for the driven hydrogen atom.