On Graphic Approach to Hausdorffness in Supra Ideal Space

The main intention of this paper is to explore some new notions of hausdorffness in supra ideal space and to characterize some of its properties. A comparitive study has also done among Is-Hausdorff, Hausdorff modulo-Is and Ps-Hausdorff spaces. An attempt has been made to generate supra topological space as well as supra hausdorff space through some specific graphs such as cycle, path and Eulerian graph. Moreover we generate supra ideal space through a simple digraph which forms supra topology together with an ideal, the collection of all cut vertices of the digraph.