AbstractLet X be a 1-connected CW-complex of finite type and ε♯(X) be the group of homotopy classes of self-equivalences of X which induce the identity on homotopy groups. In this paper, we prove that every finitely generated 2-solvable rational nilpotent group is realizable as ε♯(X) where X is the rationalization of a 1-connected CW-complex of finite type
AbstractLet ƒ:X→Y be a map of connected CW complexes, such that ƒ#:[K, X]→[K, Y] is a bijection for ...
AbstractWe characterize the soluble groups which admit a disjunction of monoidal identities. This no...
The set of homotopy classes of self maps of a compact, connected Lie group G is a group by the point...
Let X be a 1-connected CW-complex of finite type and epsilon(#)(X) be the group of homotopy classes ...
AbstractLet X be a 1-connected CW-complex of finite type and ε♯(X) be the group of homotopy classes ...
AbstractWe study the homotopy nilpotency, after rationalization, of some spaces of self-homotopy equ...
We study the homotopy nilpotency, after rationalization, of some spaces of self-homotopy equivalence...
AbstractWe study the homotopy nilpotency, after rationalization, of some spaces of self-homotopy equ...
AbstractLet X be a finite, 1-connected CW-complex which admits a homotopy-associative comultiplicati...
Let ξ = (E, p,B, F) be a Hurewicz fibration. In this paper we study the space LG(ξ) consisting of fi...
AbstractFor a based, 1-connected, finite CW-complex X, we study the following subgroups of the group...
AbstractGiven F↪E→B a fibration we consider the group E♯(E,B) of self fibre homotopy equivalences wh...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7, Rome / CNR - Consiglio...
The realization theorem asserts that for a finitely presented group G, the D(2) property and the rea...
We answer a question due to Babai and Goodman by showing that for each natural number n there exists...
AbstractLet ƒ:X→Y be a map of connected CW complexes, such that ƒ#:[K, X]→[K, Y] is a bijection for ...
AbstractWe characterize the soluble groups which admit a disjunction of monoidal identities. This no...
The set of homotopy classes of self maps of a compact, connected Lie group G is a group by the point...
Let X be a 1-connected CW-complex of finite type and epsilon(#)(X) be the group of homotopy classes ...
AbstractLet X be a 1-connected CW-complex of finite type and ε♯(X) be the group of homotopy classes ...
AbstractWe study the homotopy nilpotency, after rationalization, of some spaces of self-homotopy equ...
We study the homotopy nilpotency, after rationalization, of some spaces of self-homotopy equivalence...
AbstractWe study the homotopy nilpotency, after rationalization, of some spaces of self-homotopy equ...
AbstractLet X be a finite, 1-connected CW-complex which admits a homotopy-associative comultiplicati...
Let ξ = (E, p,B, F) be a Hurewicz fibration. In this paper we study the space LG(ξ) consisting of fi...
AbstractFor a based, 1-connected, finite CW-complex X, we study the following subgroups of the group...
AbstractGiven F↪E→B a fibration we consider the group E♯(E,B) of self fibre homotopy equivalences wh...
Consiglio Nazionale delle Ricerche - Biblioteca Centrale - P.le Aldo Moro, 7, Rome / CNR - Consiglio...
The realization theorem asserts that for a finitely presented group G, the D(2) property and the rea...
We answer a question due to Babai and Goodman by showing that for each natural number n there exists...
AbstractLet ƒ:X→Y be a map of connected CW complexes, such that ƒ#:[K, X]→[K, Y] is a bijection for ...
AbstractWe characterize the soluble groups which admit a disjunction of monoidal identities. This no...
The set of homotopy classes of self maps of a compact, connected Lie group G is a group by the point...
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