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Goldstein, Gisèle - Department of Mathematical Sciences, University of Memphis
ARTICLE IN PRESS UNCORRECTEDPROOF
This article appeared in a journal published by Elsevier. The attached copy is furnished to the author for internal non-commercial research
Noname manuscript No. (will be inserted by the editor)
Outgrowths of Hardy's Inequality Wolfgang Arendt, Gisle Ruiz Goldstein, and Jerome A. Goldstein
(0, ) := {u C((0, )) : lim
GAUSSIAN ESTIMATES AND INSTANTANEOUS BLOWUP JEROME A. GOLDSTEIN AND ISMAIL KOMBE
THE WENTZELL TELEGRAPH EQUATION: ASYMPTOTICS AND CONTINUOUS DEPENDENCE ON THE BOUNDARY CONDITIONS
ANALYTIC SEMIGROUPS AND THE ANGLE CONCAVITY THEOREM
WEIGHTED HARDY'S INEQUALITY AND THE KOLMOGOROV EQUATION PERTURBED BY AN INVERSE-SQUARE
CONTINUOUS DEPENDENCE ON THE BOUNDARY CONDITIONS FOR THE WENTZELL LAPLACIAN
THE HARDY INEQUALITY AND NONLINEAR PARABOLIC EQUATIONS ON CARNOT GROUPS
ABSTRACT WAVE EQUATIONS AND ASSOCIATED DIRAC-TYPE OPERATORS
MATHEMATISCHE NACHRICHTEN
THE HEAT EQUATION WITH NONLINEAR GENERAL WENTZELL BOUNDARY CONDITION1
Symmetries, Invariances, and Boundary Value Problems for the Hamilton-Jacobi Equation
ASYMPTOTIC ANALYSIS OF THE ABSTRACT TELEGRAPH EQUATION
SIVALAK: "CHAP25" --2008/11/4 --15:19 --PAGE 279 --#1 The Role of Wentzell Boundary
DISCRETE AND CONTINUOUS doi:10.3934/dcds.2010.28.xx DYNAMICAL SYSTEMS
