Let M be an Artinian module over the commutative ring A (with nonzero identity)
and a p spec A be such that a is a finitely generated ideal of A and aM = M. Also suppose that H = H where H. = M/ (0: a )for i
(1996). IRRELEVANT ATTACHED PRIME IDEALS OF A
CERTAIN ARTINIAN MODULE OVER A
COMMUTATIVE RING. Journal of Sciences, Islamic Republic of Iran, 7(2), -.
MLA
. "IRRELEVANT ATTACHED PRIME IDEALS OF A
CERTAIN ARTINIAN MODULE OVER A
COMMUTATIVE RING", Journal of Sciences, Islamic Republic of Iran, 7, 2, 1996, -.
HARVARD
(1996). 'IRRELEVANT ATTACHED PRIME IDEALS OF A
CERTAIN ARTINIAN MODULE OVER A
COMMUTATIVE RING', Journal of Sciences, Islamic Republic of Iran, 7(2), pp. -.
CHICAGO
, "IRRELEVANT ATTACHED PRIME IDEALS OF A
CERTAIN ARTINIAN MODULE OVER A
COMMUTATIVE RING," Journal of Sciences, Islamic Republic of Iran, 7 2 (1996): -,
VANCOUVER
IRRELEVANT ATTACHED PRIME IDEALS OF A
CERTAIN ARTINIAN MODULE OVER A
COMMUTATIVE RING. Journal of Sciences, Islamic Republic of Iran, 1996; 7(2): -.