Continuous Linear Right Inverses for Partial Differential Operators on Non ‐ Quasianalytic Classes and on Ultradistributions

Reinhold Meise; B. Alan Taylor; Dietmar Vogt

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Continuous Linear Right Inverses for Partial Differential Operators on Non ‐ Quasianalytic Classes and on Ultradistributions

机译：Continuous Linear Right Inverses for Partial Differential Operators on Non ‐ Quasianalytic Classes and on Ultradistributions

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AbstractCharacterizations are given of those linear partial differential operators with constant coefficients which admit a continuous linear right inverse on ε(ω()ω) )resp. εω(Ω) and/or D′(ω)(Ω) (resp. D′ω(Ω), where Ω is an open set in ℝn. The characterisations are in the same spirit as in the previous results of the authors on the existence of right inverses

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《mathematische nachrichten》 |1996年第1期|213-242|共页
作者
Reinhold Meise; B. Alan Taylor; Dietmar Vogt;
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正文语种英语
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Right inverses; partial differential operators; non ‐ quasianalytic; ultra‐distributions; Phragmén ‐ Lindelöf conditions; ω ‐ hyperbolicity;

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Continuous Linear Right Inverses for Partial Differential Operators on Non ‐ Quasianalytic Classes and on Ultradistributions

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