@article{Kohli_Das_2005, title={On functionally θ-normal spaces}, volume={6}, url={https://ojs.upv.es/index.php/AGT/article/view/1960}, DOI={10.4995/agt.2005.1960}, abstractNote={<p>Characterizations of functionally θ-normal spaces including the one that of Urysohn’s type lemma, are obtained. Interrelations among (functionally) θ-normal spaces and certain generalizations of normal spaces are discussed. It is shown that every almost regular (or mildly normal â‰¡ k-normal) θ-normal space is functionally θ-normal. Moreover, it is shown that every almost regular weakly θ-normal space is mildly normal. A factorization of functionally θ-normal space is given. A Tietze’s type theorem for weakly functionally θ-normal space is obtained. A variety of situations in mathematical literature wherein the spaces encountered are (functionally) θ-normal but not normal are illustrated.</p>}, number={1}, journal={Applied General Topology}, author={Kohli, J.K. and Das, A.K.}, year={2005}, month={Apr.}, pages={1–14} }