- Path:
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The Roman ideal
Files
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Periodical
- Title:
- Georgian mathematical journal
- Publication:
-
Berlin New York, NY: de Gruyter
- Note:
- Gesehen am 22.07.2021
- Archivierung/Langzeitarchivierung gewährleistet
- C!URL-Änderung(2-11-12)
- Scope:
- Online-Ressource
- ISSN:
- 1572-9176
- ZDB-ID:
-
2043991-X
- Keywords:
- Mathematik ; Zeitschrift ; Zeitschrift ; Online-Publikation
- Classification:
- Mathematik
- Collection:
- Mathematik
- Copyright:
- Rights reserved
- Accessibility:
- Eingeschränkter Zugang mit Nutzungsbeschränkungen
- Title:
- Georgian mathematical journal
- Publication:
-
Berlin New York, NY: de Gruyter
- Note:
- Gesehen am 22.07.2021
- Archivierung/Langzeitarchivierung gewährleistet
- C!URL-Änderung(2-11-12)
- Scope:
- Online-Ressource
- ISSN:
- 1572-9176
- ZDB-ID:
-
2043991-X
- Keywords:
- Mathematik ; Zeitschrift ; Zeitschrift ; Online-Publikation
- Classification:
- Mathematik
- Collection:
- Mathematik
- Copyright:
- Rights reserved
- Accessibility:
- Eingeschränkter Zugang mit Nutzungsbeschränkungen
Article
- Title:
- The Roman ideal
- Publication:
-
Berlin New York, NY: de Gruyter, 2025
- Language:
- English
- Information:
- Abstract: The aim of this paper is to demonstrate the existence of a proper ideal on the Cantor space that contains three well-known ideals. Our construction is based on specific operations that can be considered as tools for generating new sets. Additionally, we examine several properties of the sets produced in this way.
- Scope:
- Online-Ressource
- Note:
- Open Access unbekannt
- Archivierung/Langzeitarchivierung gewährleistet
- Keywords:
- Ideals ; piecewise syndetic sets ; Hindman ideal ; thick sets ; 03E05 ; 11B05 ; 03E15
- Classification:
- Mathematik
- Collection:
- Mathematik
- Copyright:
- Rights reserved
- Accessibility:
- Eingeschränkter Zugang mit Nutzungsbeschränkungen
- Title:
- The Roman ideal
- Publication:
-
Berlin New York, NY: de Gruyter, 2025
- Language:
- English
- Information:
- Abstract: The aim of this paper is to demonstrate the existence of a proper ideal on the Cantor space that contains three well-known ideals. Our construction is based on specific operations that can be considered as tools for generating new sets. Additionally, we examine several properties of the sets produced in this way.
- Scope:
- Online-Ressource
- Note:
- Open Access unbekannt
- Archivierung/Langzeitarchivierung gewährleistet
- Keywords:
- Ideals ; piecewise syndetic sets ; Hindman ideal ; thick sets ; 03E05 ; 11B05 ; 03E15
- Classification:
- Mathematik
- Collection:
- Mathematik
- Copyright:
- Rights reserved
- Accessibility:
- Eingeschränkter Zugang mit Nutzungsbeschränkungen
