About solvability of some boundary value problems for poisson equation in the ball

About solvability of some boundary value problems for poisson equation in the ball

In the paper we study properties of some integro - differential operators of fractional order. As an application of the properties of these operators for Poisson equation we examine questions on solvability of a fractional analogue of the Neumann problem and analogues of periodic boundary value prob...

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Veröffentlicht in:Filomat 2018, Vol.32 (3), p.939-946
Hauptverfasser: Koshanova, Maira, Turmetov, Batirkhan, Usmanov, Kairat
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Turmetov, Batirkhan
Usmanov, Kairat
description In the paper we study properties of some integro - differential operators of fractional order. As an application of the properties of these operators for Poisson equation we examine questions on solvability of a fractional analogue of the Neumann problem and analogues of periodic boundary value problems for circular domains. The exact conditions for solvability of these problems are found. nema
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