AbstractLet N⩾dim(X) and let Aut♯N(X) denote the group of homotopy classes of self-maps of X, which induce identity automorphisms of the homotopy groups πi(X) for i⩽N. We describe a new kind of factorization of Aut♯N(X1×⋯×Xn) into a product of simpler subgroups
Given a group G, we provide a constructive method to get infinitely many (non-homotopy-equivalent) A...
We give an explicit description of the automorphism group of a product of complete toric varieties o...
A combinatorial summation identity over the lattice of labelled hypertrees is established that allow...
AbstractLet N⩾dim(X) and let Aut♯N(X) denote the group of homotopy classes of self-maps of X, which ...
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...
AbstractThis work properly belongs to combinatorial group theory. But in its motivation and applicat...
AbstractThe homotopy groups of the group of ∗-automorphisms of a uniformly hyperfinite (UHF) C∗-alge...
AbstractWe study nilpotent subgroups of automorphism groups in the category of groups and the homoto...
AbstractWe describe a method for the computation of the group of automorphisms AutC(X×Y) of a produc...
Given X a finite nilpotent simplicial set, consider the classifying fibrations X → B aut∗ G(X) → ...
We study the infinite generation in the homotopy groups of the group of diffeomorphisms of $S^1 \tim...
Automorphisms of Z/nZ is isomorphic to (Z/Z)×. If G is a finite abelian group, which is isomorphic t...
AbstractIn this paper we develop a new method for the study of structural properties of the group st...
AbstractThe automorphism group AutFn and outer automorphism group OutFn of a free group Fn of rank n...
Given a group G, we provide a constructive method to get infinitely many (non-homotopy-equivalent) A...
We give an explicit description of the automorphism group of a product of complete toric varieties o...
A combinatorial summation identity over the lattice of labelled hypertrees is established that allow...
AbstractLet N⩾dim(X) and let Aut♯N(X) denote the group of homotopy classes of self-maps of X, which ...
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...
AbstractThis work properly belongs to combinatorial group theory. But in its motivation and applicat...
AbstractThe homotopy groups of the group of ∗-automorphisms of a uniformly hyperfinite (UHF) C∗-alge...
AbstractWe study nilpotent subgroups of automorphism groups in the category of groups and the homoto...
AbstractWe describe a method for the computation of the group of automorphisms AutC(X×Y) of a produc...
Given X a finite nilpotent simplicial set, consider the classifying fibrations X → B aut∗ G(X) → ...
We study the infinite generation in the homotopy groups of the group of diffeomorphisms of $S^1 \tim...
Automorphisms of Z/nZ is isomorphic to (Z/Z)×. If G is a finite abelian group, which is isomorphic t...
AbstractIn this paper we develop a new method for the study of structural properties of the group st...
AbstractThe automorphism group AutFn and outer automorphism group OutFn of a free group Fn of rank n...
Given a group G, we provide a constructive method to get infinitely many (non-homotopy-equivalent) A...
We give an explicit description of the automorphism group of a product of complete toric varieties o...
A combinatorial summation identity over the lattice of labelled hypertrees is established that allow...
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