AbstractFor connected Lie groups G and H the calculation of the mapping space map(BG, BH) can be reduced to the case of simply connected Lie groups. This reduction method allows some applications. For example a homotopy classification of self-maps BG→BG which induce rational homotopy equivalences and a classification of fake Lie groups up to homotopy
International audienceWe investigate maps between p-completed classifying spaces of compact connecte...
AbstractWe discuss the ways in which a Lie group G can act as a group of transformations of a topolo...
AbstractWe classify up to homotopy the self-maps of the classifying space of any non-affine Kac–Mood...
In an earlier paper [JMO], we gave a complete description of all homotopy classes of self maps of th...
Abstract. In an earlier paper, we developed general techniques which can be used to study the set of...
Self homotopy equivalences of classifying spaces of compact connected Lie groups by Stefan Ja ckowsk...
International audienceWe show that two maps between classifying spaces of compact, connected Lie gro...
International audienceWe show that two maps between classifying spaces of compact, connected Lie gro...
The basic problem of homotopy theory is to classify spaces and maps between spaces, up to homotopy, ...
The purpose of this note is to give an elementary proof of a special case of the result of [Adams, L...
The classifying space BG of a Lie group G can be thought of as the homotopy quotient of the least fr...
We analyze the algebraic structures based on a classifying space of a compact Lie group. We construc...
The study of the maps between classifying spaces of compact Lie groups from a ho-motopy point of vie...
The purpose of this note is to give an elementary proof of a special case of the result of [Adams, L...
Let G be a finite group and p a prime dividing its order. A homology decomposition of a classifying ...
International audienceWe investigate maps between p-completed classifying spaces of compact connecte...
AbstractWe discuss the ways in which a Lie group G can act as a group of transformations of a topolo...
AbstractWe classify up to homotopy the self-maps of the classifying space of any non-affine Kac–Mood...
In an earlier paper [JMO], we gave a complete description of all homotopy classes of self maps of th...
Abstract. In an earlier paper, we developed general techniques which can be used to study the set of...
Self homotopy equivalences of classifying spaces of compact connected Lie groups by Stefan Ja ckowsk...
International audienceWe show that two maps between classifying spaces of compact, connected Lie gro...
International audienceWe show that two maps between classifying spaces of compact, connected Lie gro...
The basic problem of homotopy theory is to classify spaces and maps between spaces, up to homotopy, ...
The purpose of this note is to give an elementary proof of a special case of the result of [Adams, L...
The classifying space BG of a Lie group G can be thought of as the homotopy quotient of the least fr...
We analyze the algebraic structures based on a classifying space of a compact Lie group. We construc...
The study of the maps between classifying spaces of compact Lie groups from a ho-motopy point of vie...
The purpose of this note is to give an elementary proof of a special case of the result of [Adams, L...
Let G be a finite group and p a prime dividing its order. A homology decomposition of a classifying ...
International audienceWe investigate maps between p-completed classifying spaces of compact connecte...
AbstractWe discuss the ways in which a Lie group G can act as a group of transformations of a topolo...
AbstractWe classify up to homotopy the self-maps of the classifying space of any non-affine Kac–Mood...
DOI
Add to ORKG