Problems and remarks on contractibility of curves
Problems on Periodicity - Functions and Semigroups
Product properties for pairwise Lindelöf spaces.
Product proximities
Product theorems for the D-dimension in non-metrizable spaces
Productive representations of semigroups by pairs of structures
Productively Fréchet spaces
We solve the long standing problem of characterizing the class of strongly Fréchet spaces whose product with every strongly Fréchet space is also Fréchet.
Productivity of coreflective classes of topological groups
Every nontrivial countably productive coreflective subcategory of topological linear spaces is -productive for a large cardinal (see [10]). Unlike that case, in uniform spaces for every infinite regular cardinal , there are coreflective subcategories that are -productive and not -productive (see [8]). From certain points of view, the category of topological groups lies in between those categories above and we shall show that the corresponding results on productivity of coreflective subcategories...
Productivity of coreflective subcategories of uniform spaces
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 and measurable cardinals
Products and sums of absolute proper retracts
Products and sums of absolute proper retracts, II
Products as reflections
Products in the category of apartness spaces
Products of -chain compact spaces
Products of Baire spaces revisited
Generalizing a theorem of Oxtoby, it is shown that an arbitrary product of Baire spaces which are almost locally universally Kuratowski-Ulam (in particular, have countable-in-itself π-bases) is a Baire space. Also, partially answering a question of Fleissner, it is proved that a countable box product of almost locally universally Kuratowski-Ulam Baire spaces is a Baire space.
Products of Baire topological vector spaces
Products of coarse convergence groups
Products of convergence properties