Since the appearance of the well known complement theorem of Chapman [C] for compacta in the Hilbert cube, a number of analogous results have been obtained for compacta in euclidean space En. In [I-S-V], connectivity condition
AbstractSome global properties of the set of all direct complements to a given subspace in a Hilbert...
Let n > be an integer. We prove that holomorphic maps from Stein manifolds X of dimension <n to the ...
We present an example of a compact Hausdorff self T1-complementary space without isolated points. Th...
Since the appearance of the well known complement theorem of Chapman [C] for compacta in the Hilbert...
AbstractThe concept of an hereditary shape equivalence quite naturally induces various related notio...
Abstract. Motivated by the Chapman Complement Theorem, we construct an isomorphism between the topol...
In this note we give a new proof of the following theorem. Theorem. Suppose Mn is a compact PL n-man...
AbstractIn this paper we find a necessary and sufficient condition for two closed subspaces, X and Y...
We present the most general definition of the linking of sets in a Hilbert space and, drawing on the...
Abstract. In this paper we find a necessary and sufficient condition for two closed subspaces, X and...
AbstractWe investigate connected partitions of continua into compacta. In particular, we consider co...
As we shall show in this paper, a compactum can be im bedded in a continuum in such a manner that ce...
AbstractWe study properties of those σZ-sets in the Hilbert cube whose complements are homeomorphic ...
In this paper we prove a result of complementarity problem where compact condition is somewhat relax...
AbstractIt is shown that the class of Hilbert cube factors is closed under the operation of taking m...
AbstractSome global properties of the set of all direct complements to a given subspace in a Hilbert...
Let n > be an integer. We prove that holomorphic maps from Stein manifolds X of dimension <n to the ...
We present an example of a compact Hausdorff self T1-complementary space without isolated points. Th...
Since the appearance of the well known complement theorem of Chapman [C] for compacta in the Hilbert...
AbstractThe concept of an hereditary shape equivalence quite naturally induces various related notio...
Abstract. Motivated by the Chapman Complement Theorem, we construct an isomorphism between the topol...
In this note we give a new proof of the following theorem. Theorem. Suppose Mn is a compact PL n-man...
AbstractIn this paper we find a necessary and sufficient condition for two closed subspaces, X and Y...
We present the most general definition of the linking of sets in a Hilbert space and, drawing on the...
Abstract. In this paper we find a necessary and sufficient condition for two closed subspaces, X and...
AbstractWe investigate connected partitions of continua into compacta. In particular, we consider co...
As we shall show in this paper, a compactum can be im bedded in a continuum in such a manner that ce...
AbstractWe study properties of those σZ-sets in the Hilbert cube whose complements are homeomorphic ...
In this paper we prove a result of complementarity problem where compact condition is somewhat relax...
AbstractIt is shown that the class of Hilbert cube factors is closed under the operation of taking m...
AbstractSome global properties of the set of all direct complements to a given subspace in a Hilbert...
Let n > be an integer. We prove that holomorphic maps from Stein manifolds X of dimension <n to the ...
We present an example of a compact Hausdorff self T1-complementary space without isolated points. Th...
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