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Propagation estimates for Dirac operators and application to scattering theory

Thierry Daudé — 2004

Annales de l’institut Fourier

In this paper, we prove for a massive Dirac equation in flat spacetime. This allows us to construct the operator and to analyse its spectrum. Eventually, using this new information, we are able to obtain complete scattering results; that is to say we prove the existence and the asymptotic completeness of the Dollard modified wave operators.

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