Results 11 to 20 of about 394,267 (278)
On n-Weakly Regular Rings [PDF]
As a generalization of right weakly regular rings, we introduce the notion of right n-weakly regular rings, i.e. for all aN(R), aaRaR. In this paper, first give various properties of right n-weakly regular rings.
Raida Mahammod, Mohammed Al-Neimi
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The main goal of work is to introduce and study a new type of regular rings called - regular rings. That is, a ring R is said to be - regular if for every aR there exists bR and a positive integer n≠1 such that a=abna.
SANHAN M. SALIH, ABDUL AALI J. MOHAMMAD
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The purpose of this paper is to study the rings in which every maximal (essential) right ideal is a left GP- ideal. Such rings will be called right MGP- rings (EGP- rings).
Raida Mahmood, Shahla Khalil
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On Sπ Weakly Regular Rings, II [PDF]
The main purpose of this paper is to study right(left) Weakly regular rings. also we give some properties of Weakly regular rings, and the connection between such rings and CS-rings, MGP-rings and SSGP-rings.
Shahla Khalil
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On Weakly Regular Rings and SSF-rings [PDF]
In this work we consider weakly regular rings whose simple singular right R-Modules are flat. We also consider the condition (*): R satisfies L(a)Ír(a) for any aÎR. We prove that if R satisfies(*) and whose simple singular right R-module are flat, then Z
Raida Mahmood
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On sπ-Weakly Regular Rings [PDF]
A ring R is said to be right(left) sp-weakly regular if for each a Î R and a positive integer n, aÎ aR aR (aÎ R aR a). In this paper, we continue to study sp-weakly regular rings due to R. D. Mahmood and A. M. Abdul-Jabbar [8].
Raida Mahmood, Abdullah Abdul-Jabbar
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A Generalization of Von Neumann Regular Rings [PDF]
In this paper, we introduce a new ring which is a generalization of Von Neumann regular rings and we call it a centrally regular ring. Several properties of this ring are proved and we have extended many properties of regular rings to centrally regular ...
Adil Jabbar
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The main purpose of this paper is to study ERT and MERT rings, in order to study the connection between such rings and II-regular rings.
Zubayda Ibraheem
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Comparison of symbolic and ordinary powers of ideals [PDF]
In this paper we generalize the theorem of Ein-Lazarsfeld-Smith (concerning the behavior of symbolic powers of prime ideals in regular rings finitely generated over a field of characteristic 0) to arbitrary regular rings containing a field.
Hochster, Melvin, Huneke, Craig
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