Completely coretractable rings
J Zemlicka - Bulletin of the Iranian Mathematical Society, 2013 - bims.iranjournals.ir
A module $ M $ is said to be coretractable if there exists a nonzero homomorphism of every
nonzero factor of $ M $ into $ M $. We prove that all right (left) modules over a ring are …
nonzero factor of $ M $ into $ M $. We prove that all right (left) modules over a ring are …
[PDF][PDF] COMPLETELY CORETRACTABLE RINGS
J ZEMLICKA - Bulletin of the Iranian Mathematical Society, 2013 - scholar.archive.org
A module M is said to be coretractable if there exists a nonzero homomorphism of every
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
[PDF][PDF] COMPLETELY CORETRACTABLE RINGS
J ZEMLICKA - Bulletin of the Iranian Mathematical Society, 2013 - researchgate.net
A module M is said to be coretractable if there exists a nonzero homomorphism of every
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
[PDF][PDF] COMPLETELY CORETRACTABLE RINGS
J ZEMLICKA - Bulletin of the Iranian Mathematical Society, 2013 - sid.ir
A module M is said to be coretractable if there exists a nonzero homomorphism of every
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
Completely coretractable rings
J Zemlicka - Bulletin of the Iranian Mathematical Society, 2013 - bims.iranjournals.ir
A module $ M $ is said to be coretractable if there exists a nonzero homomorphism of every
nonzero factor of $ M $ into $ M $. We prove that all right (left) modules over a ring are …
nonzero factor of $ M $ into $ M $. We prove that all right (left) modules over a ring are …
[PDF][PDF] COMPLETELY CORETRACTABLE RINGS
J ZEMLICKA - Bulletin of the Iranian Mathematical Society, 2013 - Citeseer
A module M is said to be coretractable if there exists a nonzero homomorphism of every
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
[PDF][PDF] COMPLETELY CORETRACTABLE RINGS
JAN ZEMLICKA - ka.karlin.mff.cuni.cz
A module M is said to be coretractable if there exists a non-zero homomorphism of every
non-zero factor of M into M. We prove that all right (left) modules over a ring are …
non-zero factor of M into M. We prove that all right (left) modules over a ring are …
COMPLETELY CORETRACTABLE RINGS.
J ŽEMLIČKA - Bulletin of the Iranian Mathematical Society, 2013 - search.ebscohost.com
A module M is said to be coretractable if there exists a nonzero homomorphism of every
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
[PDF][PDF] COMPLETELY CORETRACTABLE RINGS
J ZEMLICKA - Bulletin of the Iranian Mathematical Society, 2013 - sid.ir
A module M is said to be coretractable if there exists a nonzero homomorphism of every
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …
nonzero factor of M into M. We prove that all right (left) modules over a ring are coretractable …