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On transfer homomorphisms in commutative rings with zero-divisors
We study the arithmetic of monoids of regular elements of commutative rings with zero-divisors. Our focus is on Krull rings and on some of their generalizations (such as weakly Krull rings and C-rings).
Aqsa Bashir, Mara Pompili
semanticscholar +1 more source
ON WEAKLY REGULAR RINGS AND GENERALIZATIONS OF V-RINGS
2011In this paper, we have studied weakly regular rings and some generalizations of V-rings via GW-ideals. We have shown that: (1) If R is a left weakly regular ring whose maximal left (right) ideals are GW-ideals, then R is strongly regular; (2) If R is a right weakly regular ring whose maximal essential left ideals are GW-ideals, then R is ELT regular ...
Subedi, Tikaram, Buhphang, A. M.
openaire +1 more source
NI RINGS WHICH ARE WEAKLY π-REGULAR
2009In this paper, we prove that if a ring R with identity is NI and satisfies (CZ2), then R is right (left) weakly π-regular if and only if R/N ∗(R) is right (left) weakly π-regular, if and only if every strongly prime ideal of R is maximal.
SELVARAJ, C., PETCHİMUTHU, S.
openaire +1 more source
Hematology and oncology clinical care during the coronavirus disease 2019 pandemic
Ca-A Cancer Journal for Clinicians, 2020Manish A Shah +2 more
exaly
, 2003