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On Egorov-like theorems for monotone measure
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Periodical
- Title:
- Journal of applied analysis
- Publication:
-
Berlin New York, NY: de Gruyter
- Note:
- Gesehen am 01.02.24
- C!URL mit z LF gelöscht(01-02-24)
- Scope:
- Online-Ressource
- ISSN:
- 1869-6082
- ZDB-ID:
-
2109549-8
- VÖBB-Katalog:
- 15217322
- Keywords:
- Zeitschrift
- Classification:
- Naturwissenschaften
- Collection:
- Naturwissenschaften
- Copyright:
- Rights reserved
- Accessibility:
- Eingeschränkter Zugang mit Nutzungsbeschränkungen
- Title:
- Journal of applied analysis
- Publication:
-
Berlin New York, NY: de Gruyter
- Note:
- Gesehen am 01.02.24
- C!URL mit z LF gelöscht(01-02-24)
- Scope:
- Online-Ressource
- ISSN:
- 1869-6082
- ZDB-ID:
-
2109549-8
- VÖBB-Katalog:
- 15217322
- Keywords:
- Zeitschrift
- Classification:
- Naturwissenschaften
- Collection:
- Naturwissenschaften
- Copyright:
- Rights reserved
- Accessibility:
- Eingeschränkter Zugang mit Nutzungsbeschränkungen
Article
- Title:
- On Egorov-like theorems for monotone measure
- Publication:
-
Berlin New York, NY: de Gruyter, 2025
- Language:
- English
- Information:
- Abstract: In theory of generalized measure, Egorov-like theorems have been investigated. In this article, we introduce generalized concepts of almost everywhere convergence and almost uniform convergence. Next Egorov-like theorems with respect to the generalized convergences are provided. Finally, versions of Egorov condition for the more general context of convergence are also established.
- Scope:
- Online-Ressource
- Note:
- Kein Open Access
- Archivierung/Langzeitarchivierung gewährleistet
- Keywords:
- Egorov-like theorem ; Egorov condition ; 26E50 ; 28B20 ; 28E05 ; 28E10 ; 94D05
- Classification:
- Naturwissenschaften
- Mathematik
- Collection:
- Naturwissenschaften
- Mathematik
- Copyright:
- Rights reserved
- Accessibility:
- Eingeschränkter Zugang mit Nutzungsbeschränkungen
- Title:
- On Egorov-like theorems for monotone measure
- Publication:
-
Berlin New York, NY: de Gruyter, 2025
- Language:
- English
- Information:
- Abstract: In theory of generalized measure, Egorov-like theorems have been investigated. In this article, we introduce generalized concepts of almost everywhere convergence and almost uniform convergence. Next Egorov-like theorems with respect to the generalized convergences are provided. Finally, versions of Egorov condition for the more general context of convergence are also established.
- Scope:
- Online-Ressource
- Note:
- Kein Open Access
- Archivierung/Langzeitarchivierung gewährleistet
- Keywords:
- Egorov-like theorem ; Egorov condition ; 26E50 ; 28B20 ; 28E05 ; 28E10 ; 94D05
- Classification:
- Naturwissenschaften
- Mathematik
- Collection:
- Naturwissenschaften
- Mathematik
- Copyright:
- Rights reserved
- Accessibility:
- Eingeschränkter Zugang mit Nutzungsbeschränkungen