%0 Journal Article %T The Some Properties of Skew Polynomial Rings %A Qianqian Chu %A Hailan Jin %J Advances in Pure Mathematics %P 507-511 %@ 2160-0384 %D 2016 %I Scientific Research Publishing %R 10.4236/apm.2016.67037 %X This paper mainly studies some properties of skew polynomial ring related to Morita invariance, Armendariz and (quasi)-Baer. First, we show that skew polynomial ring has no Morita invariance by the counterexample. Then we prove a necessary condition that skew polynomial ring constitutes Armendariz ring. We lastly investigate that condition of skew polynomial ring is a (quasi)-Baer ring, and verify that the conditions is necessary, but not sufficient by example and counterexample. %K Skew Polynomial Ring %K (Quasi)-Baer Ring %K Armendariz Ring %K Morita Context Ring %K Morita Invariance %K Nozero Divisor Ring %U http://www.scirp.org/journal/PaperInformation.aspx?PaperID=67484