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Some properties of strongly Gorenstein $C$-projective, $C$-injec\-tive and $C$-flat modules are studied, mainly considering these properties under change of rings. Specifically, the completions of rings, the localizations and the polynomial rings are considered.
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참고문헌 (8)
참고문헌 신청
Driss Bennis / 2007 / Strongly Gorenstein projective, injective, and flat modules / Journal of Pure and Applied Algebra 210(2):437~445
Edgar E. Enochs / 1993 / On gorenstein injective modules / Communications in Algebra 21(10):3489~3501
Edgar E. Enochs / 1995 / Gorenstein injective and projective modules / Mathematische Zeitschrift 220(1):611~633
Henrik Holm / 2006 / Semi-dualizing modules and related Gorenstein homological dimensions / Journal of Pure and Applied Algebra 205(2):423~445
Sangwon Park / 2004 / Injective and Projective Properties of R[x]-Modules / Czechoslovak Mathematical Journal 54(3):573~578
Edgar E. Enochs / 1993 / On gorenstein injective modules / Communications in Algebra 21(10):3489~3501
Edgar E. Enochs / 1995 / Gorenstein injective and projective modules / Mathematische Zeitschrift 220(1):611~633
Henrik Holm / 2006 / Semi-dualizing modules and related Gorenstein homological dimensions / Journal of Pure and Applied Algebra 205(2):423~445
Sangwon Park / 2004 / Injective and Projective Properties of R[x]-Modules / Czechoslovak Mathematical Journal 54(3):573~578
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