On Sw*- Regular Spaces

The purpose of this paper is to present and investigate a new class topological spaces known as Sw*-regular spaces, by utilizing the concept Sw-regular sets some its properties. which introduced in 2009 L. S. Abddullah A. B. Khalaf [1], properly contained S*- regular space [2], [3], means that Sw*- stronger form regular. Several characterizations, properties relationships with other such as, Sw-compact, extremally disconnected, regular, semi-regular, Sw-T2 Urysohn has been studied. Furthermore, several functions continuous, strongly open, clopen Somewhat open are also explored. In addition we property, while it not hereditary only adding certain conditions subspace or, if an submaximal preopen, then becomes