J. Aust. Math. Soc.
81 (2006), 387-404
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Resolution in Hölder spaces of an elliptic problem in an unbounded domain
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Tarik Berroug
Université du Havre
LMAH, BP 540
25 rue Philippe Lebon
76058 Le Havre cedex
France
berroug.tarik@voila.fr
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Boubaker-Khaled Sadallah
Lab. E.D.P. and Hist. of Maths
Dept of Mathematics
Ecole Normale Supérieure
16050Kouba, Algiers
Algeria
sadallah@wissal.dz
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Abstract
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In this paper we give new results concerning the
maximal regularity of the strict solution of an
abstract second-order differential equation, with
non-homogeneous boundary conditions of Dirichlet
type, and set in an unbounded interval. The
right-hand term of the equation is a Hölder
continuous function.
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Australian Mathematical Publishing Association Inc.
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©
Australian MS
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