Boundedness of weak solutions to evolutionary partial integro-differential equations with discontinuous coefficients / R. Zacher
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Boundedness of weak solutions to evolutionary partial integro-differential equations with discontinuous coefficients Discovery
58578602X
URN
urn:nbn:de:gbv:3:2-7716
DOI
ISBN
ISSN
Koordinaten
Skalierung
Autorin / Autor
Beiträger
Körperschaft
Erschienen
Halle : Inst. für Mathematik, 2008
Umfang
Online-Ressource (PDF-Datei: 18 S., 0,29 MB)
Ausgabevermerk
Sprache
eng
Anmerkungen
Parallel als Buch-Ausg. erschienen
Inhaltliche Zusammenfassung
We investigate linear and quasilinear evolutionary partial integro-differential equations of second order which include time fractional evolution equations of time order less than one. By means of suitable energy estimates and De Giorgi’s iteration technique we establish results asserting the global boundedness of appropriately defined weak solutions of these problems. We also show that a maximum principle holds for such equations.
Schriftenreihe
Reports ; 2008,11 ppn:584754027