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For subordinators with positive drift we extend recent results on thestructure of the potential measures and the renewal densities. Applying Fourieranalysis a new representation of the potential densities is derived from whichwe deduce asymptotic results and show how the atoms of the Levy measuretranslate into points of (non)smoothness.

(Non)Differentiability and Asymptotics for Potential Densities of Subordinators