1 citations · 1 across the 6 of their papers we have counts for
8 papers
On a generalization of McCoy Rings
Mohammad Vahdani Mehrabadi, Shervin Sahebi, Hamid H. S. Javadi
We introduce Central McCoy rings, which are a generalization of McCoy rings and investigate their properties. For a ring R, we prove that R is right Central McCoy if and only if th…
On a generalization of NC-McCoy Rings
Mohammad Vahdani Mehrabadi, Shervin Sahebi, Hamid H. S. Javadi
In the present paper we concentrate on a natural generalization of NC-McCoy rings that is called J-McCoy and investigate their properties. We prove that local rings are J-McCoy. Al…
On A Generalization of Weak Armendariz Rings
Mahboubeh Sanaei, Shervin Sahebi, Hamid H. S. Javadi
We introduce the notion of J-Armendariz rings, which are a generalization of weak Armendariz rings and investigate their properties. We show that any local ring is J-Armendariz, an…
On Central Skew Armendariz rings
Mahboubeh Sanaei, Shervin Sahebi, Hamid H. S. Javadi
For a ring endomirphism, we introduce the central skew Armendariz rings, which are a generalization of skew Armendariz rings and central Armendariz rings, and investigate their pro…
Generalized derivations with central values on lie ideals LIE IDEALS
Shervin Sahebi, Venus Rahmani
Let R be a prime ring of H a generalized derivation and L a noncentral lie ideal of R. We show that if l^sH(l)l^t in Z(R) for all lin2 L, where s, t> 0 are fixed integers, then H(x…
Rings in which power values of K-Engels with derivations annihilate a certain element
Shervin Sahebi, Venus Rahmani
Let R be a 2 torsion free semiprime ring and d a nonzero derivation. Further let A = O(R) be the orthogonal completion of R and B = B(C) the Boolean ring of C where C be the extend…