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 Abstract This paper is a continuation of the study of nearly 
paracompact spaces, initiated by Singal and Arya in~[5]. After suitably 
defining the generalized versions of normality and full normality in our 
setting, we achieve, as our final objective, an analogue of the celebrated 
theorem of A. H. Stone on paracompactness viz\. ``a Hausdorff topological 
spaces is paracompact iff it is fully normal''. Incidentally, in course of the 
deliberation, we obtain a few extended forms of certain well known results on 
paracompactness. 
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