Zhuraev, T.F.2017-05-302017-05-302002-04-011576-9402https://riunet.upv.es/handle/10251/82016[EN] In this paper we introduce a notion of projectively inductively closed functor (p.i.c.-functor). We give sufficient conditions for a functor to be a p.i.c.-functor. In particular, any finitary normal functor is a p.i.c.-functor. We prove that every preserving weight p.i.c.- functor of a finite degree preserves the class of stratifiable spaces and the class of paracompact -spaces. The same is true (even if we omit a preservation of weight) for paracompact -spaces and paracompact p-spaces. Guardar / Salir Siguiente >Reconocimiento - No comercial - Sin obra derivada (by-nc-nd)Stratifiable spaceParacompact Σ-spacesParacompact p-spaceProjectively inductively closed functorArtículo2017-05-3010.4995/agt.2002.2110Abierto1989-4147