Polars on closure spaces
Précompactologies et structures uniformes
Presheaves over the sets which need not be well ordered, functional separation of their inductive limits and their representation by sections
Prime extensions and nearness structures
Prime filters with CIP
Probabilistic convergence spaces and generalized metric spaces.
Probabilistic convergence spaces and regularity.
Producto, convexificación y completación de espacios métricos generalizados y probabilísticos.
En 1967 E. Trillas introdujo la noción de espacio métrico generalizado, al considerar métricas abstractas valoradas en semigrupos ordenados, unificando con este punto de vista algebraico-reticular las estructuras métricas reales de M. Fréchet ([5]) y los espacios métricos probabilísticos de K. Menger ([6]) (así como los espacios Booleanos de Blumenthal ([4]) y las métricas naturales definidas en grupos ordenados). En el presente artículo se abordan los problemas de la topología del orden, del producto,...
Products of locally connected locales
Properties of some -dense-in-itself subsets.
Properties of some generalizations of the notion of continuity of a function
Properties of -closed sets in topological spaces
In questo articolo vengono presentate e studiate le nozioni di insieme e di insieme -chiuso. Inoltre, vengono introdotte le nozioni di -continuità, -compatezza e -connessione e vengono fornite alcune caratterizzazioni degli spazi e . Infine, viene mostrato che gli spazi -connessi e -compatti vengono preservati mediante suriezioni -continue.
Pseudo-boundaries and pseudo-interiors for topological convexities [Book]
Quantification of topological concepts using ideals.
-separated spaces.
Realizations of topologies and closure operators by set systems and by neighbourhoods
Reflective functors via nearness
Regular generalized -closed sets.
Regular -spaces
Relations and topologies