AbstractFor every countable CW complex K, we construct a universal separable metrizable space X with K ϵ AE(X). From this theorem we derive several corollaries devoted to the question of existence of universal spaces in cohomological dimension theory
AbstractThere is a closed finite-to-one map t́f of a zero-dimensional, separable, metric absolute Gδ...
AbstractWe construct a separable metrizable countable-dimensional (respectively strongly countable-d...
AbstractThe setting is a proper surjection f:X → Y between metrizable spaces such that each Čech coh...
AbstractFor every countable CW complex K, we construct a universal separable metrizable space X with...
AbstractFor any countable CW-complex K and a cardinal number τ⩾ω we construct a completely metrizabl...
Abstract. The paper deals with generalizing several theorems of the covering dimension theory to the...
Let be an infinite cardinal, denote a class of CW-complexes, the class of all compact Hausdorff spac...
AbstractWe construct a separable metrizable countable-dimensional (respectively strongly countable-d...
AbstractThe concept of the cohomological dimension dimG X is defined for any Tychonov (i.e., complet...
Abstract. Let be an innite cardinal, T denote a class of CW-complexes, K the class of all compact H...
Do all infinite dimensional (separable metric) spaces have infinite cohomblogical dimension? This qu...
Do all infinite dimensional (separable metric) spaces have infinite cohomblogical dimension? This qu...
AbstractR. Pol has shown that for every countable ordinal number α there exists a universal space fo...
AbstractIn the paper [A.K. O' Connor, A new approach to dimension, Acta Math. Hungar. 55 (1–2) (1990...
AbstractA metrizable space X is the cell-like image of a metrizable space Z of dimension ⩽ n iff the...
AbstractThere is a closed finite-to-one map t́f of a zero-dimensional, separable, metric absolute Gδ...
AbstractWe construct a separable metrizable countable-dimensional (respectively strongly countable-d...
AbstractThe setting is a proper surjection f:X → Y between metrizable spaces such that each Čech coh...
AbstractFor every countable CW complex K, we construct a universal separable metrizable space X with...
AbstractFor any countable CW-complex K and a cardinal number τ⩾ω we construct a completely metrizabl...
Abstract. The paper deals with generalizing several theorems of the covering dimension theory to the...
Let be an infinite cardinal, denote a class of CW-complexes, the class of all compact Hausdorff spac...
AbstractWe construct a separable metrizable countable-dimensional (respectively strongly countable-d...
AbstractThe concept of the cohomological dimension dimG X is defined for any Tychonov (i.e., complet...
Abstract. Let be an innite cardinal, T denote a class of CW-complexes, K the class of all compact H...
Do all infinite dimensional (separable metric) spaces have infinite cohomblogical dimension? This qu...
Do all infinite dimensional (separable metric) spaces have infinite cohomblogical dimension? This qu...
AbstractR. Pol has shown that for every countable ordinal number α there exists a universal space fo...
AbstractIn the paper [A.K. O' Connor, A new approach to dimension, Acta Math. Hungar. 55 (1–2) (1990...
AbstractA metrizable space X is the cell-like image of a metrizable space Z of dimension ⩽ n iff the...
AbstractThere is a closed finite-to-one map t́f of a zero-dimensional, separable, metric absolute Gδ...
AbstractWe construct a separable metrizable countable-dimensional (respectively strongly countable-d...
AbstractThe setting is a proper surjection f:X → Y between metrizable spaces such that each Čech coh...
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