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On the antimaximum principle for parabolic periodic problems with weight

par Godoy, Tomas;Paczka, Sofia;Lami Dozo, Enrique
Référence Rendiconti del seminario matematico, 60, 1, page (33-44)
Publication Publié, 2002

Article révisé par les pairs

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Résumé :

We prove that an antimaximum principle holds for the Neumann and Dirichlet periodic parabolic linear problems of second order with a time periodic and essentially bounded weight function. We also prove that an uniform antimaximum principle holds for the one dimensional Neumann problem which extends the corresponding elliptic case.