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Results: 1-7 |
Results: 7
AB-5-ASTERISK AND LINEAR COMPACTNESS
Authors: ANH PN HERBERA D MENINI C
Citation: Pn. Anh et al., AB-5-ASTERISK AND LINEAR COMPACTNESS, Journal of algebra, 200(1), 1998, pp. 99-117
THE MAXIMUM CONDITION ON ANNIHILATORS FOR POLYNOMIAL-RINGS
Authors: CEDO F HERBERA D
Citation: F. Cedo et D. Herbera, THE MAXIMUM CONDITION ON ANNIHILATORS FOR POLYNOMIAL-RINGS, Proceedings of the American Mathematical Society, 126(9), 1998, pp. 2541-2548
ENDOMORPHISM-RINGS AND TENSOR-PRODUCTS OF LINEARLY COMPACT MODULES
Authors: FAITH C HERBERA D
Citation: C. Faith et D. Herbera, ENDOMORPHISM-RINGS AND TENSOR-PRODUCTS OF LINEARLY COMPACT MODULES, Communications in algebra, 25(4), 1997, pp. 1215-1255
THE ORE CONDITION FOR POLYNOMIAL AND POWER-SERIES RINGS
Authors: CEDO F HERBERA D
Citation: F. Cedo et D. Herbera, THE ORE CONDITION FOR POLYNOMIAL AND POWER-SERIES RINGS, Communications in algebra, 23(14), 1995, pp. 5131-5159
KRULL-SCHMIDT FAILS FOR ARTINIAN-MODULES
Authors: FACCHINI A HERBERA D LEVY LS VAMOS P
Citation: A. Facchini et al., KRULL-SCHMIDT FAILS FOR ARTINIAN-MODULES, Proceedings of the American Mathematical Society, 123(12), 1995, pp. 3587-3592
MODULES WITH SEMILOCAL ENDOMORPHISM RING
Authors: HERBERA D SHAMSUDDIN A
Citation: D. Herbera et A. Shamsuddin, MODULES WITH SEMILOCAL ENDOMORPHISM RING, Proceedings of the American Mathematical Society, 123(12), 1995, pp. 3593-3600
INJECTIVE CLASSICAL QUOTIENT-RINGS OF POLYNOMIAL-RINGS ARE QUASI-FROBENIUS
Authors: HERBERA D PILLAY P
Citation: D. Herbera et P. Pillay, INJECTIVE CLASSICAL QUOTIENT-RINGS OF POLYNOMIAL-RINGS ARE QUASI-FROBENIUS, Journal of pure and applied algebra, 86(1), 1993, pp. 51-63
Risultati: 1-7 |