On*-essential ideals and biideals of rings with involution
DIC Mendes - Quaestiones Mathematicae, 2003 - Taylor & Francis
On *-Essential Ideals and Biideals of Rings with Involution Page 1 Quaestiones Mathematicae
25(2002), 67–72. cO 2002 NISC Pty Ltd, www.nisc.co.za ON *-ESSENTIAL IDEALS AND …
25(2002), 67–72. cO 2002 NISC Pty Ltd, www.nisc.co.za ON *-ESSENTIAL IDEALS AND …
On rings related to filial and left filial rings
DIC Mendes - Quaestiones Mathematicae, 2022 - Taylor & Francis
A ring R is called filial (left weakly filial) if it satisfies the following condition: for all subrings J
and I of R, if J is an ideal of I and I is an ideal of R, then J is an ideal (left ideal) of R. If every …
and I of R, if J is an ideal of I and I is an ideal of R, then J is an ideal (left ideal) of R. If every …
Some special classes μ whose upper radical U (μ) determined by μ coincides with the upper radical U (* μ) k determined by (* μ) k
PW Prasetyo, IE Wijayanti… - AIP Conference …, 2016 - pubs.aip.org
Let μ be a special class of rings, ie class of prime associative rings which is closed under
ideals and essential extensions. Let∗ μ be the class of all∗ μ− rings, that is, rings in μ such …
ideals and essential extensions. Let∗ μ be the class of all∗ μ− rings, that is, rings in μ such …
On radicals and polynomial rings
S Tumurbat, DIC Mendes, A Mekei - Portugaliae Mathematica, 2008 - ems.press
For any class ℳ of rings, it is shown that the class ℰℓ (ℳ) of all rings each non-zero
homomorphic image of which contains either a non-zero left ideal in ℳ or a proper essential …
homomorphic image of which contains either a non-zero left ideal in ℳ or a proper essential …