DOIAbstract
AbstractWe show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may be constructed, and how such resolutions yield an obstruction theory for a given space to be a loop space
AbstractWe show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may be constructed, and how such resolutions yield an obstruction theory for a given space to be a loop space
AbstractAn algebraic loop is a ‘group without associativity’. It holds that a surjective homomorphis...
AbstractSimplicial spaces are analogues in the category of spaces of chain complexes (i.e., resoluti...
AbstractThe importance of small loops in the covering space theory was pointed out by Brodskiy, Dyda...
Abstract. We show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may...
AbstractWe show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may b...
AbstractAn obstruction theory is given which facilities the computation of Dyer-Lashof operations in...
AbstractIn this paper we discuss a model for the loop sace of a geometric realization. We present a ...
AbstractWe describe a version of obstruction theory for simplicial sets, which involves canonical ob...
AbstractWe find settings in which it is possible to resolve a topological space by simplicial spaces...
AbstractWe explore the (co)formality and (co)spherical generation of a space and the relationship be...
We consider the general problem of constructing the structure of a smooth manifold on a given space ...
SummaryThis notes describes an obstruction theory for the category SO-Cat of simplicial categories w...
We describe the geometry of loop stacks as they relate to commutative ring spectra. Particularly, we...
AbstractIn this paper, we study the decompositions of the loop spaces of triple wedge by using combi...
The purpose of this note is to record natural ltered simplicial group models for iterated loop space...
AbstractAn algebraic loop is a ‘group without associativity’. It holds that a surjective homomorphis...
AbstractSimplicial spaces are analogues in the category of spaces of chain complexes (i.e., resoluti...
AbstractThe importance of small loops in the covering space theory was pointed out by Brodskiy, Dyda...
Abstract. We show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may...
AbstractWe show how a certain type of CW simplicial resolutions of spaces by wedges of spheres may b...
AbstractAn obstruction theory is given which facilities the computation of Dyer-Lashof operations in...
AbstractIn this paper we discuss a model for the loop sace of a geometric realization. We present a ...
AbstractWe describe a version of obstruction theory for simplicial sets, which involves canonical ob...
AbstractWe find settings in which it is possible to resolve a topological space by simplicial spaces...
AbstractWe explore the (co)formality and (co)spherical generation of a space and the relationship be...
We consider the general problem of constructing the structure of a smooth manifold on a given space ...
SummaryThis notes describes an obstruction theory for the category SO-Cat of simplicial categories w...
We describe the geometry of loop stacks as they relate to commutative ring spectra. Particularly, we...
AbstractIn this paper, we study the decompositions of the loop spaces of triple wedge by using combi...
The purpose of this note is to record natural ltered simplicial group models for iterated loop space...
AbstractAn algebraic loop is a ‘group without associativity’. It holds that a surjective homomorphis...
AbstractSimplicial spaces are analogues in the category of spaces of chain complexes (i.e., resoluti...
AbstractThe importance of small loops in the covering space theory was pointed out by Brodskiy, Dyda...
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