AbstractLet H⊂C[0,1] stand for the Polish space of all increasing autohomeomorphisms of [0,1]. We show that the family of all strictly singular autohomeomorphisms is Π11-complete. This confirms a suggestion of Graf, Mauldin and Williams. Some related results are also included
We study properties of the automorphism groups of Fraïssé limits of classes with certain strong amal...
Une structure dénombrable du premier ordre est dite homogène si tout isomorphisme entre deux sous-St...
I will give a biased and partial survey of what can be gained by approaching a Polish group as the ...
AbstractLet H⊂C[0,1] stand for the Polish space of all increasing autohomeomorphisms of [0,1]. We sh...
We study the existence of universal autohomeomorphisms of N *. We prove that the Continuum Hypothesi...
In 1966 Brechner introduced a series of continua M with the property that their autohomeomorphism gr...
This thesis focuses on the study of Polish groups seen as automorphism groups of metric structures. ...
Cette thèse porte sur l'étude des groupes polonais vus comme groupes d'automorphismes de structures ...
This paper generalizes results of F. Körner from [4] where she established the existence of maximal ...
In [6] an approach to the representation of synonyms and antonyms via the automorphisms of the De Mo...
ABSTRACT. If G is a Polish group and Γ is a countable group, denote byHom(Γ,G) the space of all homo...
AbstractIt is shown that every nonempty closed subset of any uncountable power of a metrizable compa...
ABSTRACT. We study properties of the automorphism groups of Fraı̈sse ́ limits of classes with certai...
Abstract. Erdős space E is the ‘rational ’ Hilbert space, that is the set of vectors in `2 the coor...
A linear spaceSishomogeneousif, whenever the linear structures induced on two finite subsetsS′ andS″...
We study properties of the automorphism groups of Fraïssé limits of classes with certain strong amal...
Une structure dénombrable du premier ordre est dite homogène si tout isomorphisme entre deux sous-St...
I will give a biased and partial survey of what can be gained by approaching a Polish group as the ...
AbstractLet H⊂C[0,1] stand for the Polish space of all increasing autohomeomorphisms of [0,1]. We sh...
We study the existence of universal autohomeomorphisms of N *. We prove that the Continuum Hypothesi...
In 1966 Brechner introduced a series of continua M with the property that their autohomeomorphism gr...
This thesis focuses on the study of Polish groups seen as automorphism groups of metric structures. ...
Cette thèse porte sur l'étude des groupes polonais vus comme groupes d'automorphismes de structures ...
This paper generalizes results of F. Körner from [4] where she established the existence of maximal ...
In [6] an approach to the representation of synonyms and antonyms via the automorphisms of the De Mo...
ABSTRACT. If G is a Polish group and Γ is a countable group, denote byHom(Γ,G) the space of all homo...
AbstractIt is shown that every nonempty closed subset of any uncountable power of a metrizable compa...
ABSTRACT. We study properties of the automorphism groups of Fraı̈sse ́ limits of classes with certai...
Abstract. Erdős space E is the ‘rational ’ Hilbert space, that is the set of vectors in `2 the coor...
A linear spaceSishomogeneousif, whenever the linear structures induced on two finite subsetsS′ andS″...
We study properties of the automorphism groups of Fraïssé limits of classes with certain strong amal...
Une structure dénombrable du premier ordre est dite homogène si tout isomorphisme entre deux sous-St...
I will give a biased and partial survey of what can be gained by approaching a Polish group as the ...
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