The realization theorem asserts that for a finitely presented group G, the D(2) property and the realization property are equivalent as long as G satisfies a certain finiteness condition. We show that the two properties are in fact equivalent for all finitely presented group
AbstractA discrete group Γ is said to be of type F(n) if and only if there is a classifying complex ...
summary:Let $X$ be a cell complex obtained by attaching a 2-cell to a finite bouquet of circles (for...
Let X be a 1-connected CW-complex of finite type and epsilon(#)(X) be the group of homotopy classes ...
If G is a finitely presented group and + is any (G, 2)-complex (that is, a finite 2-complex with fun...
AbstractLet K and L be two finite 2-dimensional CW-complexes with the same fundamental group. If the...
The realization problem asks: When does an algebraic complex arise, up to homotopy, from a geometric...
First, the set of G-representations of a finitely generated group is described. This set of function...
We show that cancellation of free modules holds in the stable class $\Omega_3(\mathbb{Z})$ over dihe...
In this brief note, we examine various issues related to the realizability of Gottlieb groups by man...
In this brief note, we examine various issues related to the realizability of Gottlieb groups by man...
We conjecture that every finite group C acting on a contractible CW-complex X of dimension 2 has at ...
We provide a formal framework for the theory of representations of finite groups, as modules over th...
AbstractLet X be a 1-connected CW-complex of finite type and ε♯(X) be the group of homotopy classes ...
ABSTRACT. In his work on the Novikov conjecture, Yu introduced Property A as a readily verified crit...
International audienceThe following properties are preserved under elementary equivalence, among fin...
AbstractA discrete group Γ is said to be of type F(n) if and only if there is a classifying complex ...
summary:Let $X$ be a cell complex obtained by attaching a 2-cell to a finite bouquet of circles (for...
Let X be a 1-connected CW-complex of finite type and epsilon(#)(X) be the group of homotopy classes ...
If G is a finitely presented group and + is any (G, 2)-complex (that is, a finite 2-complex with fun...
AbstractLet K and L be two finite 2-dimensional CW-complexes with the same fundamental group. If the...
The realization problem asks: When does an algebraic complex arise, up to homotopy, from a geometric...
First, the set of G-representations of a finitely generated group is described. This set of function...
We show that cancellation of free modules holds in the stable class $\Omega_3(\mathbb{Z})$ over dihe...
In this brief note, we examine various issues related to the realizability of Gottlieb groups by man...
In this brief note, we examine various issues related to the realizability of Gottlieb groups by man...
We conjecture that every finite group C acting on a contractible CW-complex X of dimension 2 has at ...
We provide a formal framework for the theory of representations of finite groups, as modules over th...
AbstractLet X be a 1-connected CW-complex of finite type and ε♯(X) be the group of homotopy classes ...
ABSTRACT. In his work on the Novikov conjecture, Yu introduced Property A as a readily verified crit...
International audienceThe following properties are preserved under elementary equivalence, among fin...
AbstractA discrete group Γ is said to be of type F(n) if and only if there is a classifying complex ...
summary:Let $X$ be a cell complex obtained by attaching a 2-cell to a finite bouquet of circles (for...
Let X be a 1-connected CW-complex of finite type and epsilon(#)(X) be the group of homotopy classes ...
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