AbstractA space X is called cleavable over the space R of real numbers if for every subset A ⊂ X there exists a continuous mapping R such that f(A)∩f(X⧸A)=ø It is shown that every compact space which is cleavable over R is homeomorphic to a subspace of R. Other results involving cleavability are obtained
AbstractIn response to questions of Ginsburg [9, 10], we prove that if cf(c)>ω1, then there exists a...
∗ Supported by the Serbian Scientific Foundation, grant No 04M01We consider some relations between p...
AbstractThe problem whether a compact space cleavable over the class of pseudo-radial spaces is itse...
AbstractA space X is called cleavable over the space R of real numbers if for every subset A ⊂ X the...
AbstractA space X is said to be cleavable over a class of spaces P if for every subset A of X there ...
AbstractA space X is said to be cleavable over a class of spaces P if for every subset A of X there ...
AbstractFor different classes of spaces P we investigate when a Tychonoff space X is cleavable over ...
AbstractA topological space X is called cleavable over a class P of spaces if for any A ⊆ X there ex...
summary:Some results on cleavability theory are presented. We also show some new [16]'s results
summary:Some results on cleavability theory are presented. We also show some new [16]'s results
This thesis concerns cleavability. A space X is said to be cleavable over a space Y along a set A su...
AbstractThe problem whether a compact space cleavable over the class of pseudo-radial spaces is itse...
AbstractIn this paper we will show that if X is a compactum cleavable over a first-countable scatter...
Among variant kinds of strong continuity in the literature, the clopen continuity or cl-supercontinu...
AbstractIt is shown that any compactum cleavable over the two arrows of Alexandroff is homeomorphic ...
AbstractIn response to questions of Ginsburg [9, 10], we prove that if cf(c)>ω1, then there exists a...
∗ Supported by the Serbian Scientific Foundation, grant No 04M01We consider some relations between p...
AbstractThe problem whether a compact space cleavable over the class of pseudo-radial spaces is itse...
AbstractA space X is called cleavable over the space R of real numbers if for every subset A ⊂ X the...
AbstractA space X is said to be cleavable over a class of spaces P if for every subset A of X there ...
AbstractA space X is said to be cleavable over a class of spaces P if for every subset A of X there ...
AbstractFor different classes of spaces P we investigate when a Tychonoff space X is cleavable over ...
AbstractA topological space X is called cleavable over a class P of spaces if for any A ⊆ X there ex...
summary:Some results on cleavability theory are presented. We also show some new [16]'s results
summary:Some results on cleavability theory are presented. We also show some new [16]'s results
This thesis concerns cleavability. A space X is said to be cleavable over a space Y along a set A su...
AbstractThe problem whether a compact space cleavable over the class of pseudo-radial spaces is itse...
AbstractIn this paper we will show that if X is a compactum cleavable over a first-countable scatter...
Among variant kinds of strong continuity in the literature, the clopen continuity or cl-supercontinu...
AbstractIt is shown that any compactum cleavable over the two arrows of Alexandroff is homeomorphic ...
AbstractIn response to questions of Ginsburg [9, 10], we prove that if cf(c)>ω1, then there exists a...
∗ Supported by the Serbian Scientific Foundation, grant No 04M01We consider some relations between p...
AbstractThe problem whether a compact space cleavable over the class of pseudo-radial spaces is itse...
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