R-sectoriality of truly cylindrical boundary value problems

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Prüfsumme: MD5:3a6a9e7a52f22cedc8e3b792bd625e4a

NAU, Tobias, Jürgen SAAL, 2009. R-sectoriality of truly cylindrical boundary value problems

@unpublished{Nau2009Rsect-732, title={R-sectoriality of truly cylindrical boundary value problems}, year={2009}, author={Nau, Tobias and Saal, Jürgen} }

application/pdf Saal, Jürgen Nau, Tobias We prove R-sectoriality or, equivalently, L <sup>p</sup>-maximal regularity for a class of operators on some cylindrical domains of the form &#8477;<sup>n-k</sup> x V, where V &#8834; &#8477;<sup>k</sup> is a domain with compact boundary, &#8477;<sup>k</sup>, or a half-space. Instead of extensive localization procedures, we present an elegant approach via operator valued multiplier theory, which takes advantage of the cylindrical shape of both, the domain and the operator. 2009 2011-03-22T17:45:39Z R-sectoriality of truly cylindrical boundary value problems deposit-license 2011-03-22T17:45:39Z Saal, Jürgen eng Nau, Tobias

Dateiabrufe seit 01.10.2014 (Informationen über die Zugriffsstatistik)

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