Subdirect decompositions and the radical of a generalized Boolean algebra extension of a lattice ordered group
The extension of a lattice ordered group $A$ by a generalized Boolean algebra $B$ will be denoted by $A_B$. In this paper we apply subdirect decompositions of $A_B$ for dealing with a question proposed by Conrad and Darnel. Further, in the case when $A$ is linearly ordered we investigate (i) the completely subdirect decompositions of $A_B$ and those of $B$, and (ii) the values of elements of $A_B$…
Créateur
- Jakubík, Ján
Thème
- lattice ordered group
- generalized Boolean algebra
- extension
- vector lattice
- subdirect decomposition
- value
- radical
- Radicalisme
Type d'item
- model:article
Créateur
- Jakubík, Ján
Thème
- lattice ordered group
- generalized Boolean algebra
- extension
- vector lattice
- subdirect decomposition
- value
- radical
- Radicalisme
Type d'item
- model:article
Institution partenaire
Agrégateur
Licence du support dans cet enregistrement (sauf indication contraire)
- http://creativecommons.org/licenses/by-nc-sa/4.0/
Droits
- policy:public
Lieu-Temps
- 733-754
Source
- Czechoslovak Mathematical Journal | 2006 Volume:56 | Number:2
Identificateur
- https://cdk.lib.cas.cz/client/handle/uuid:ed98dcd6-52c0-4082-bae5-6f5ff620f034
- uuid:ed98dcd6-52c0-4082-bae5-6f5ff620f034
- uuid:ed98dcd6-52c0-4082-bae5-6f5ff620f034
Format
- bez média
- svazek
Langue
- eng
- eng
Pays fournisseur
- Czech Republic
Nom de la collection
Première publication sur Europeana
- 2021-05-21T06:43:45.539Z
Dernière mise à jour de l'Institution partenaire
- 2021-12-25T05:07:51.358Z