Z-S- Coprime modules
DOI:
https://doi.org/10.5269/bspm.77519Resumen
In this essay, we present the idea - - coprime modules. is called an - - coprime modules. if .
In this work examines the characteristics of the - - coprime modules as a expanding upon of the coprime. This paper provides various characterizations and properties - - coprime modules
Referencias
[1] A. M.Inaam and I.K.Rasha “S-coprime modules,journal of basrah researchars.34. (4) 2019 .
[2] F.Kasch.,Moduls and rings, Acdimic Press, London 1989.
[3] I. Rasha Khalaf, Dual Notions of Prime submodules and prime Modules, M.Sc.Thesis, University of Baghdad. 2009.
[4]K.R.Goodreal “Ring Theory,NonSingular rings and Modules”,Maracel Dekker, New York, 1976.
[5]S.A.Saymach, On prime submodule, University Noc. Tucumare. Ser.A 29, (1979).121-136.
[6] S.Annin, (2002) Associated and Attached Primes Over non Commutative Rings, ph.D. Thesis, Univ. of Berkeley.
[7]S.Yassemi, The Dual Notion of prime submodule, Arch.Marth.(Bron) 37, 2001,273-278.
[8] T.Amina Hamad, A.Alaa Elewi , ðš-Small Submodules and ðš-Hollow Modules, Iraqi Journal of Science 62, No. 8, 2021, 2708-2713.
[2] F.Kasch.,Moduls and rings, Acdimic Press, London 1989.
[3] I. Rasha Khalaf, Dual Notions of Prime submodules and prime Modules, M.Sc.Thesis, University of Baghdad. 2009.
[4]K.R.Goodreal “Ring Theory,NonSingular rings and Modules”,Maracel Dekker, New York, 1976.
[5]S.A.Saymach, On prime submodule, University Noc. Tucumare. Ser.A 29, (1979).121-136.
[6] S.Annin, (2002) Associated and Attached Primes Over non Commutative Rings, ph.D. Thesis, Univ. of Berkeley.
[7]S.Yassemi, The Dual Notion of prime submodule, Arch.Marth.(Bron) 37, 2001,273-278.
[8] T.Amina Hamad, A.Alaa Elewi , ðš-Small Submodules and ðš-Hollow Modules, Iraqi Journal of Science 62, No. 8, 2021, 2708-2713.
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Publicado
2025-12-06
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Research Articles
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