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Journal of the London Mathematical Society 1992 s2-46(3):499-516; doi:10.1112/jlms/s2-46.3.499
© 1992 by London Mathematical Society
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© Oxford University Press

Interpolation of Boundary Value Problems of Neumann Type on Smooth Domains

Jörgen Löfström

Department of Mathematics, University of Göteborg S-412 96 Göteborg, Sweden

Consider the Sobolev space FormulaB of all functions with up to N derivatives in Lp (on a smooth domain) satisfying a set B of homogeneous boundary conditions. Then the real interpolation spaces between Lp and Formula B are characterized completely in the case 1 < p < {infty}.


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