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Conference publicationsAbstractsXXIII conferenceAbout one generalization of the third boundary value problem for the biharmonic equationDepartment of Mathematical and Functional Analysis, South-Ural State University, Pr. Lenina, 76, 454080, Chelyabinsk, RUSSIA 1 pp. (accepted)In this paper a generalized third boundary value problem for the homogeneous biharmonic equation in the unit ball with boundary operators up to third order is investigated. The existence theorem is proved.
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