On the Krull dimension of endo-bounded modules

A Haghany, M Mazrooei… - Turkish Journal of …, 2013 - journals.tubitak.gov.tr
Modules in which every essential submodule contains an essential fully invariant
submodule are called endo-bounded. Let M be a nonzero module over an arbitrary ring R …

[PDF][PDF] On the Krull dimension of endo-bounded modules

A HAGHANY, M MAZROOEI, MR VEDADI - Turkish Journal of Mathematics, 2013 - Citeseer
Modules in which every essential submodule contains an essential fully invariant
submodule are called endobounded. Let M be a nonzero module over an arbitrary ring R …

[PDF][PDF] On the Krull dimension of endo-bounded modules

A HAGHANY, M MAZROOEI… - Turkish Journal of …, 2013 - scholar.archive.org
Modules in which every essential submodule contains an essential fully invariant
submodule are called endobounded. Let M be a nonzero module over an arbitrary ring R …

[PDF][PDF] On the Krull dimension of endo-bounded modules

A HAGHANY, M MAZROOEI… - Turkish Journal of …, 2013 - researchgate.net
Modules in which every essential submodule contains an essential fully invariant
submodule are called endobounded. Let M be a nonzero module over an arbitrary ring R …

[PDF][PDF] On the Krull dimension of endo-bounded modules

A HAGHANY, M MAZROOEI… - Turkish Journal of …, 2013 - faculty.kashanu.ac.ir
Modules in which every essential submodule contains an essential fully invariant
submodule are called endobounded. Let M be a nonzero module over an arbitrary ring R …

On the Krull dimension of endo-bounded modules.

A HAGHANY, M MAZROOEI… - Turkish Journal of …, 2013 - search.ebscohost.com
Modules in which every essential submodule contains an essential fully invariant
submodule are called endo-bounded. Let M be a nonzero module over an arbitrary ring R …

On the Krull dimension of endo-bounded modules.

A HAGHANY, M MAZROOEI… - Turkish Journal of …, 2013 - search.ebscohost.com
Modules in which every essential submodule contains an essential fully invariant
submodule are called endo-bounded. Let M be a nonzero module over an arbitrary ring R …