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Results: 1-7 |
Results: 7
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
STRUCTURE OF JOHNS-RINGS (VOL 120, PG 1071, 1994)
Authors: FAITH C MENAL P
Citation: C. Faith et P. Menal, STRUCTURE OF JOHNS-RINGS (VOL 120, PG 1071, 1994), Proceedings of the American Mathematical Society, 125(4), 1997, pp. 1247-1247
POLYNOMIAL-RINGS OVER GOLDIE-KERR COMMUTATIVE RINGS .2.
Authors: FAITH C
Citation: C. Faith, POLYNOMIAL-RINGS OVER GOLDIE-KERR COMMUTATIVE RINGS .2., Proceedings of the American Mathematical Society, 124(2), 1996, pp. 341-344
LOCALLY PERFECT COMMUTATIVE RINGS ARE THOSE WHOSE MODULES HAVE MAXIMAL SUBMODULES
Authors: FAITH C
Citation: C. Faith, LOCALLY PERFECT COMMUTATIVE RINGS ARE THOSE WHOSE MODULES HAVE MAXIMAL SUBMODULES, Communications in algebra, 23(13), 1995, pp. 4885-4886
A NEW DUALITY THEOREM FOR SEMISIMPLE MODULES AND CHARACTERIZATION OF VILLAMAYOR RINGS
Authors: FAITH C MENAL P
Citation: C. Faith et P. Menal, A NEW DUALITY THEOREM FOR SEMISIMPLE MODULES AND CHARACTERIZATION OF VILLAMAYOR RINGS, Proceedings of the American Mathematical Society, 123(6), 1995, pp. 1635-1637
POLYNOMIAL-RINGS OVER GOLDIE-KERR COMMUTATIVE RINGS
Authors: FAITH C
Citation: C. Faith, POLYNOMIAL-RINGS OVER GOLDIE-KERR COMMUTATIVE RINGS, Proceedings of the American Mathematical Society, 120(4), 1994, pp. 989-993
THE STRUCTURE OF JOHNS RINGS
Authors: FAITH C MENAL P
Citation: C. Faith et P. Menal, THE STRUCTURE OF JOHNS RINGS, Proceedings of the American Mathematical Society, 120(4), 1994, pp. 1071-1081
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