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Exact final state integrals for strong field QED
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This paper introduces the exact, analytic integration of all final state variables for the process of nonlinear Compton scattering in an intense plane wave laser pulse, improving upon a previously slow and challenging numerical approach. Computationally simple and insightful formulae are derived for the total scattering probability and mean energy-momentum of the emitted radiation. The general form of the effective mass appears explicitely. We consider several limiting cases, and present a quantum correction to Larmor's formula. Numerical results are plotted and analysed in detail.
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Exact results for scattering on ultra-short plane wave backgrounds
In delta-function plane-wave pulses, nonlinear Breit-Wheeler pair production and nonlinear Compton scattering have exact total probabilities that scale logarithmically with intensity, not as the power law predicted by...
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