We study the existence of universal autohomeomorphisms of N *. We prove that the Continuum Hypothesis (CH) implies there is such an auto-homeomorphism and show that there are none in any model where all auto-homeomorphisms of N * are trivial. Analysi
A linear spaceSishomogeneousif, whenever the linear structures induced on two finite subsetsS′ andS″...
We define a projective Fraiss\'e family whose limit approximates the universal Knaster continuum. Th...
This paper is a survey on the universal automaton, which is an automaton canonically associated with...
AbstractLet H⊂C[0,1] stand for the Polish space of all increasing autohomeomorphisms of [0,1]. We sh...
In 1966 Brechner introduced a series of continua M with the property that their autohomeomorphism gr...
Abstract. We give a characterization of all cardinal numbers representable as the cardinality of the...
Abstract. We study several natural classes and relations occurring in contin-uum theory from the vie...
In this thesis, we present a new viewpoint of the universal minimal flow in the language of near ult...
We investigate some connections between the Fraïssé theory of amalgamation classes and ultrahomogene...
We study countable embedding-universal and homomorphism-universal structures and unify results relat...
The aim of this paper is to prove the statement announced in the title which can be reformulated in ...
AbstractIf N⊂Rω is a separable II1-factor, the space Hom(N,Rω) of unitary equivalence classes of uni...
This paper generalizes results of F. Körner from [4] where she established the existence of maximal ...
We give a model-theoretic treatment of the fundamental results of Kechris-Pestov-Todor\v{c}evi\'{c} ...
AbstractWe develop the method of iterated ultrapower representation to provide a unified and perspic...
A linear spaceSishomogeneousif, whenever the linear structures induced on two finite subsetsS′ andS″...
We define a projective Fraiss\'e family whose limit approximates the universal Knaster continuum. Th...
This paper is a survey on the universal automaton, which is an automaton canonically associated with...
AbstractLet H⊂C[0,1] stand for the Polish space of all increasing autohomeomorphisms of [0,1]. We sh...
In 1966 Brechner introduced a series of continua M with the property that their autohomeomorphism gr...
Abstract. We give a characterization of all cardinal numbers representable as the cardinality of the...
Abstract. We study several natural classes and relations occurring in contin-uum theory from the vie...
In this thesis, we present a new viewpoint of the universal minimal flow in the language of near ult...
We investigate some connections between the Fraïssé theory of amalgamation classes and ultrahomogene...
We study countable embedding-universal and homomorphism-universal structures and unify results relat...
The aim of this paper is to prove the statement announced in the title which can be reformulated in ...
AbstractIf N⊂Rω is a separable II1-factor, the space Hom(N,Rω) of unitary equivalence classes of uni...
This paper generalizes results of F. Körner from [4] where she established the existence of maximal ...
We give a model-theoretic treatment of the fundamental results of Kechris-Pestov-Todor\v{c}evi\'{c} ...
AbstractWe develop the method of iterated ultrapower representation to provide a unified and perspic...
A linear spaceSishomogeneousif, whenever the linear structures induced on two finite subsetsS′ andS″...
We define a projective Fraiss\'e family whose limit approximates the universal Knaster continuum. Th...
This paper is a survey on the universal automaton, which is an automaton canonically associated with...
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