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The Cohen-Macaulay type of idealization in general and dimension one in particular
Authors: Nguyen Thi Hong Loan
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THE 10TH JAPAN-VIETNAM JOINT SEMINAR ON COMMUTATIVE ALGEBRA Hue, September 10 – 14, 2018
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: http://math.ac.vn/conference/CommutativeAlgebra2018/index.php?option=com_content&view=article&id=90:program&catid=78:hoi-nghi&Itemid=435&lang=en
Publishing year: 2018
Idealizations of pseudo Buchsbaum modules over a pseudo Buchsbaum ring, Vol.50, No. 5, pp. 1523–1530Pseudo Buchsbaumness for idealizations of Noetherian modules over local ringsOn certain invariants of idealizationsOn certain invariants of idealizations and canonical modulesThe number of elements in a minimal system of generators of the homogeneous ideal in the idealization ringLecture Notes in Modern ArithmeticsON CANONICAL MODULES OF IDEALIZATIONSLecturer note in commutative algebraThe Cohen-Macaulay type of idealizationsResidually faithful modules and the Cohen-Macaulay type of idealizationsIdealization and its Cohen-Macaulay typeResidually faithful modules and the Cohen{Macaulay type of idealizationsDEVELOPING COMPETENCY-BASED CURRICULUM IN UNIVERSITIES