AbstractWe construct metric spaces X and Y such that their clones cloX and cloY (i.e. the categories of all continuous maps on their respective finite powers) are not isomorphic while any initial segment of cloX is isomorphic to the corresponding segment of cloY
In this paper, we prove that if a Banach space X contains some uniformly convex subspace in certain ...
We give examples of Banach spaces and such that the sets of (0,1], which satisfy that every -Höl...
AbstractFor every natural number n > 1, we construct a metric space X such that every continuous map...
AbstractClone of a topological space X is a category, objects of which are all finite powers of X an...
Abstract. The respective answers to the question of when the existence of local clone iso-morphisms ...
AbstractLet K1 or K2 or K3 be the category of all nonexpanding or uniformly continuous or continuous...
AbstractClone of a topological space X is a category, objects of which are all finite powers of X an...
The isomorphic classification problem for the Köthe models of some C∞ function spaces is considered....
Abstract. To every locally closed clone, one can assign a larger clone in a canonical way. We examin...
AbstractWe give two independent methods for obtaining examples of separable spaces X for which C(X) ...
AbstractIn this paper we classify isomorphically the function spaces C∗p(X) for locally compact zero...
The isomorphic classification problem for the Köthe models of some $C^∞$ function spaces is consider...
Abstract. We investigate the relations of almost isometric embedding and of almost isometry between ...
AbstractWe construct metric (or uniform or topological) spaces X and Y such that every non-expanding...
summary:Let $(M,d)$ be a bounded countable metric space and $c>0$ a constant, such that $d(x,y)+d(y,...
In this paper, we prove that if a Banach space X contains some uniformly convex subspace in certain ...
We give examples of Banach spaces and such that the sets of (0,1], which satisfy that every -Höl...
AbstractFor every natural number n > 1, we construct a metric space X such that every continuous map...
AbstractClone of a topological space X is a category, objects of which are all finite powers of X an...
Abstract. The respective answers to the question of when the existence of local clone iso-morphisms ...
AbstractLet K1 or K2 or K3 be the category of all nonexpanding or uniformly continuous or continuous...
AbstractClone of a topological space X is a category, objects of which are all finite powers of X an...
The isomorphic classification problem for the Köthe models of some C∞ function spaces is considered....
Abstract. To every locally closed clone, one can assign a larger clone in a canonical way. We examin...
AbstractWe give two independent methods for obtaining examples of separable spaces X for which C(X) ...
AbstractIn this paper we classify isomorphically the function spaces C∗p(X) for locally compact zero...
The isomorphic classification problem for the Köthe models of some $C^∞$ function spaces is consider...
Abstract. We investigate the relations of almost isometric embedding and of almost isometry between ...
AbstractWe construct metric (or uniform or topological) spaces X and Y such that every non-expanding...
summary:Let $(M,d)$ be a bounded countable metric space and $c>0$ a constant, such that $d(x,y)+d(y,...
In this paper, we prove that if a Banach space X contains some uniformly convex subspace in certain ...
We give examples of Banach spaces and such that the sets of (0,1], which satisfy that every -Höl...
AbstractFor every natural number n > 1, we construct a metric space X such that every continuous map...
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