Constructing exotic retracts, factors of manifolds, and generalized manifolds via decompositions
Constructing means on certain continua and functional equations.
Constructing means on certain continua and functional equations. (Short Communication).
Constructing universally small subsets of a given packing index in Polish groups
A subset of a Polish space X is called universally small if it belongs to each ccc σ-ideal with Borel base on X. Under CH in each uncountable Abelian Polish group G we construct a universally small subset A₀ ⊂ G such that |A₀ ∩ gA₀| = for each g ∈ G. For each cardinal number κ ∈ [5,⁺] the set A₀ contains a universally small subset A of G with sharp packing index equal to κ.
Construction and properties of the Conley index
Construction functors for topological semigroups.
Construction of a Hurewicz metric space whose square is not a Hurewicz space
Construction of Cartesian closed topological hulls
Construction of fixed points by some iterative schemes.
Construction of Quasi-Uniformities.
Construction of right topological compactifications for discrete versions of subsemigroups of compact groups.
Construction of special functors and its applications
Constructions of thin-tall Boolean spaces.
This is an expository paper about constructions of locally compact, Hausdorff, scattered spaces whose Cantor-Bendixson height has cardinality greater than their Cantor-Bendixson width.
Constructive dimension theory
Constructive irrational space.
Containing spaces for planar rational compacta [Book]
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