When every finitely projective ideal is projective
N Mahdou, S Moussaoui, MAS Moutui - Indian Journal of Pure and Applied … - Springer
This paper studies the class of rings in which every finitely projective ideal is projective (FPP-
ring for short). We examine the transfer of this property to various context of commutative ring …
ring for short). We examine the transfer of this property to various context of commutative ring …
When every finitely projective ideal is projective
N Mahdou, S Moussaoui… - Indian Journal of Pure …, 2022 - econpapers.repec.org
This paper studies the class of rings in which every finitely projective ideal is projective (FPP-
ring for short). We examine the transfer of this property to various context of commutative ring …
ring for short). We examine the transfer of this property to various context of commutative ring …
When every finitely projective ideal is projective
N Mahdou, S Moussaoui, MAS Moutui - Indian Journal of Pure and …, 2022 - ideas.repec.org
This paper studies the class of rings in which every finitely projective ideal is projective (FPP-
ring for short). We examine the transfer of this property to various context of commutative ring …
ring for short). We examine the transfer of this property to various context of commutative ring …