AbstractA space X partitions a space Y if Y is the union of pairwise disjoint subjets, each of which is homeomorphic to X. We study the topological partition relation, particularly in the context of separable metric spaces, obtaining topological analogues to well-known problems in the theory of geometric partitions
AbstractFollowing a manuscript of K.S. Sarkaria we give an extensive account of the topological Tver...
AbstractA metric space X is ultra-m-separable if the weight of the Katětov hull, E(X), of X is no gr...
O objetivo deste trabalho é apresentar o cálculo das partições para espaços topológicos. Essa área t...
AbstractA space X partitions a space Y if Y is the union of pairwise disjoint subjets, each of which...
A space X partitions a space Y if Y is the union of pairwise disjoint subjets [sic], each of which i...
A space X partitions a space Y if Y is the union of pairwise disjoint subjets, each of which is home...
AbstractWe carry out the task given by the title, introduce a combinatorial principle, and use it to...
grantor: University of TorontoThe subject matter of this exposition is the study of partit...
grantor: University of TorontoThe subject matter of this exposition is the study of partit...
AbstractWe prove that it is consistent with GCH (and in fact true in L) that there is a 0-dimensiona...
AbstractWe prove that if K is a compact metrizable space and if X is separable and completely metriz...
AbstractWe consider partition relations for pairs of elements of a countable topological space. For ...
A partition of a set A is a set of nonempty pairwise disjoint subsets of A whose union is A. An equi...
In this journey, we are going to explore the separation axioms in greater detail. Separation a...
AbstractLet D be a decomposition (partition) of a metric space X. We give some metrization theorems ...
AbstractFollowing a manuscript of K.S. Sarkaria we give an extensive account of the topological Tver...
AbstractA metric space X is ultra-m-separable if the weight of the Katětov hull, E(X), of X is no gr...
O objetivo deste trabalho é apresentar o cálculo das partições para espaços topológicos. Essa área t...
AbstractA space X partitions a space Y if Y is the union of pairwise disjoint subjets, each of which...
A space X partitions a space Y if Y is the union of pairwise disjoint subjets [sic], each of which i...
A space X partitions a space Y if Y is the union of pairwise disjoint subjets, each of which is home...
AbstractWe carry out the task given by the title, introduce a combinatorial principle, and use it to...
grantor: University of TorontoThe subject matter of this exposition is the study of partit...
grantor: University of TorontoThe subject matter of this exposition is the study of partit...
AbstractWe prove that it is consistent with GCH (and in fact true in L) that there is a 0-dimensiona...
AbstractWe prove that if K is a compact metrizable space and if X is separable and completely metriz...
AbstractWe consider partition relations for pairs of elements of a countable topological space. For ...
A partition of a set A is a set of nonempty pairwise disjoint subsets of A whose union is A. An equi...
In this journey, we are going to explore the separation axioms in greater detail. Separation a...
AbstractLet D be a decomposition (partition) of a metric space X. We give some metrization theorems ...
AbstractFollowing a manuscript of K.S. Sarkaria we give an extensive account of the topological Tver...
AbstractA metric space X is ultra-m-separable if the weight of the Katětov hull, E(X), of X is no gr...
O objetivo deste trabalho é apresentar o cálculo das partições para espaços topológicos. Essa área t...
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