@article{Deka_Saikia_2023, title={Quasi-k-normal ring}, volume={42}, url={https://www.revistaproyecciones.cl/index.php/proyecciones/article/view/4849}, DOI={10.22199/issn.0717-6279-4849}, abstractNote={<p>In [4] Wei and Libin defined Quasi normal ring. In this paper we attempt to define Quasi-k-normal ring by using the action of k-potent element. A ring is called Quasi-k-normal ring if ae = 0 ⇒ eaRe = 0 for a ∈ N(R)and e ∈ K(R), where K(R) = {e ∈ R|e<sup>k</sup> = e}. Several analogous results give in [4] is defined here. we find here that a ring is quasi-k-normal if and only if eR(1 − e<sup>k−1</sup>)Re = 0 for each e ∈ K(R). Also we get a ring is quasi-k-normal ring if and only if T<sub>n</sub>(R, R) is quasi-k-normal ring.</p>}, number={3}, journal={Proyecciones (Antofagasta, On line)}, author={Deka, Kumar Napoleon and Saikia, Helen K.}, year={2023}, month={May}, pages={599-608} }