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On some classes of modules

Gonca Güngöroglu; Harmanci, Abdullah — 2000

Czechoslovak Mathematical Journal

The aim of this paper is to investigate quasi-corational, comonoform, copolyform and $α$ -(co)atomic modules. It is proved that for an ordinal $α$ a right $R$ -module $M$ is $α$ -atomic if and only if it is $α$ -coatomic. And it is also shown that an $α$ -atomic module $M$ is quasi-projective if and only if $M$ is quasi-corationally complete. Some other results are developed.

Central Armendariz rings.

Agayev, Nazim; Güngöroğlu, Gonca; Harmanci, Abdullah; Halicioğlu, S. — 2011

Bulletin of the Malaysian Mathematical Sciences Society. Second Series

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