AbstractThe homotopy groups of the group of ∗-automorphisms of a uniformly hyperfinite (UHF) C∗-algebra is calculated. This is done both when the group is endowed with the topology of pointwise norm-convergence and the topology of uniform norm-convergence
AbstractFor any group Γ and any integer k ⩾ 0 a characteristic subgroup Ψk(Γ) is defined having the ...
AbstractWe study λ-matrices ΣM〈i〉 associated with automorphisms. We show that they are characterized...
Given X a finite nilpotent simplicial set, consider the classifying fibrations X → B aut∗ G(X) → ...
AbstractThe homotopy groups of the group of ∗-automorphisms of a uniformly hyperfinite (UHF) C∗-alge...
Let Aut*(X) denote the group of homotopy classes of self-maps of X which induce identity automorphis...
Let Aut*(X) denote the group of homotopy classes of self-maps of X which induce identity automorphis...
AbstractLet N⩾dim(X) and let Aut♯N(X) denote the group of homotopy classes of self-maps of X, which ...
We study the infinite generation in the homotopy groups of the group of diffeomorphisms of $S^1 \tim...
AbstractWe show that all uniformly hyperfinite C∗-algebras have Borel isomorphic spectra, and that t...
AbstractLet B be a unital C∗-algebra and A = Γ(E) be the C∗-algebra of sections of a bundle over the...
AbstractWe study outer conjugacy for aperiodic automorphisms of UHF C∗-algebras. We show the existen...
(A) In this paper we study some connections between the Fraïssé theory of amalgamation classes and u...
The paper is devoted to the study of topologies on the group $\text{\rm Aut}(X,{\Cal B})$ of all Bor...
(A) In this paper we study some connections between the Fraïssé theory of amalgamation classes and u...
A homogeneous structure is a countable (finite or countably infinite) first order structure such tha...
AbstractFor any group Γ and any integer k ⩾ 0 a characteristic subgroup Ψk(Γ) is defined having the ...
AbstractWe study λ-matrices ΣM〈i〉 associated with automorphisms. We show that they are characterized...
Given X a finite nilpotent simplicial set, consider the classifying fibrations X → B aut∗ G(X) → ...
AbstractThe homotopy groups of the group of ∗-automorphisms of a uniformly hyperfinite (UHF) C∗-alge...
Let Aut*(X) denote the group of homotopy classes of self-maps of X which induce identity automorphis...
Let Aut*(X) denote the group of homotopy classes of self-maps of X which induce identity automorphis...
AbstractLet N⩾dim(X) and let Aut♯N(X) denote the group of homotopy classes of self-maps of X, which ...
We study the infinite generation in the homotopy groups of the group of diffeomorphisms of $S^1 \tim...
AbstractWe show that all uniformly hyperfinite C∗-algebras have Borel isomorphic spectra, and that t...
AbstractLet B be a unital C∗-algebra and A = Γ(E) be the C∗-algebra of sections of a bundle over the...
AbstractWe study outer conjugacy for aperiodic automorphisms of UHF C∗-algebras. We show the existen...
(A) In this paper we study some connections between the Fraïssé theory of amalgamation classes and u...
The paper is devoted to the study of topologies on the group $\text{\rm Aut}(X,{\Cal B})$ of all Bor...
(A) In this paper we study some connections between the Fraïssé theory of amalgamation classes and u...
A homogeneous structure is a countable (finite or countably infinite) first order structure such tha...
AbstractFor any group Γ and any integer k ⩾ 0 a characteristic subgroup Ψk(Γ) is defined having the ...
AbstractWe study λ-matrices ΣM〈i〉 associated with automorphisms. We show that they are characterized...
Given X a finite nilpotent simplicial set, consider the classifying fibrations X → B aut∗ G(X) → ...
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