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ON THE ANALYTICITY OF THE SEMIGROUP GENERATED BY THE STOKES OPERATOR WITH NEUMANN-TYPE BOUNDARY CONDITIONS ON LIPSCHITZ SUBDOMAINS OF RIEMANNIAN MANIFOLDS

机译：关于黎曼流形Lipschitz子区上具有Neumann型边界条件的sTOsEs算子产生的半群的解析性

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Marius Mitrea; Sylvie Monniaux;
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3. On Feller Semigroups Generated by Elliptic Operators with Integro-differential Boundary Conditions [J] . E. I. Galakhov, A. L. Skubachevskii Journal of Differential Equations . 2001,第2期

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5. The initial-boundary value problem for higher order differential operators on Lipschitz cylinders. [D] . Hu, Wei. 1997

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6. Elliptic differential operators on Lipschitz domains and abstract boundary value problems [O] . Jussi Behrndt, Till Micheler -1

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7. On the analyticity of the semigroups generated by the Hodge-Laplacian, and by the Stokes and Maxwell operators on Lipschitz subdomains of Riemannian manifolds [O] . Mitrea Marius, Monniaux Sylvie 2009

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8. C(Sub)O-Semigroups Generated by Diferential Operators Satisfying Ventcel's Boundary Conditions [R] . Clement, P., Timmermans, C. A. 1985

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ON THE ANALYTICITY OF THE SEMIGROUP GENERATED BY THE STOKES OPERATOR WITH NEUMANN-TYPE BOUNDARY CONDITIONS ON LIPSCHITZ SUBDOMAINS OF RIEMANNIAN MANIFOLDS

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