Quotient f-modules

Quotient f-modules

Let L be an f-module over f-algebra A. Then $L^{\sim}$ is a cf-module over the f-algebra $(A^{\sim})^{\sim}_n$. Quotient f-modules are studied and subsequently a connection between Z$L^{\sim}$ and $[A^{\sim})^{\sim}_n]\hat{e}$ is investigated.

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Bibliographische Detailangaben
Veröffentlicht in:Turkish journal of mathematics 2005, Vol.29 (2), p.121-127
1. Verfasser: UYAR, Ayşe
Format: Artikel
Sprache:eng
Schlagworte:
Bölüm
Matematik
Mathematics
module
Modül
Quotient
Riesz space
Riesz uzayı
Vector lattice
Vektör kafesi
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Zusammenfassung:Let L be an f-module over f-algebra A. Then $L^{\sim}$ is a cf-module over the f-algebra $(A^{\sim})^{\sim}_n$. Quotient f-modules are studied and subsequently a connection between Z$L^{\sim}$ and $[A^{\sim})^{\sim}_n]\hat{e}$ is investigated.
ISSN:1300-0098
1303-6149