Journals / Turkish Journal of Mathematics / 2005 / Cilt: 29 - Sayı: 2

Quotient f-Modules

Pages
121–127
DOI
—

Abstract

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

Özet

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

Keywords: Vector lattices, f-modules, quotient Riesz spaces