@article{article_266248, title={QUASI-ARMENDARIZ PROPERTY ON POWERS OF COEFFICIENTS}, journal={International Electronic Journal of Algebra}, volume={15}, pages={208–217}, year={2014}, DOI={10.24330/ieja.266248}, author={Kwak, Tai Keun and Lee, Min Jung and Lee, Yang}, keywords={power-quasi-Armendariz ring, power of coefficient, quasi-Armendariz ring, Armendariz ring, polynomial ring, matrix ring}, abstract={The study of Armendariz rings was initiated by Rege and Chhawchharia, based on a result of Armendariz related to the structure of reduced rings. Armendariz rings were generalized to quasi-Armendariz rings by Hirano. We introduce the concept of power-quasi-Armendariz (simply, p.q.- Armendariz) ring as a generalization of quasi-Armendariz, applying the role of quasi-Armendariz on the powers of coefficients of zero-dividing polynomials. In the process we investigate the power-quasi-Armendariz property of several ring extensions, e.g., matrix rings and polynomial rings, which have roles in ring theory.}, number={15}, publisher={Abdullah HARMANCI}