AbstractLet F → E → B be a fibration with B a simply connected finite type CW complex. In this paper we consider the relations between the category of E and the growth and the grade of the homology of F as a module over the loop space homology of B
A relative category is a category with a chosen class of weak equivalences. Barwick and Kan produced...
Abstract. We prove that the algebra of chains on the based loop space recovers the derived (wrapped)...
Let F (iota)--> E (f)--> B be a fibration, we focus on the relation between the homotopy invariants ...
Let F --> E --> B be a fibration with B a simply connected finite type CW complex. In this paper we ...
AbstractLet F → E → B be a fibration with B a simply connected finite type CW complex. In this paper...
Let f : Y --> X be a continuous map between connected CW complexes. The homology H* (F) of the homot...
A simply connected CW complex of finite type is elliptic if it has finite L.S.-category and if its l...
AbstractLet X be a simply connected CW complex with finitely many cells in each degree. The first pa...
Let X be a simply connected CW complex with finitely many cells in each degree. The first part of th...
We prove that for a wide class of spaces X the homology of the free loop space H∗(XS1;Q) has a very ...
Let (Y,X) be a relative CW complex with X and Y simply-connected and suppose that the relative homol...
AbstractLet X be a finite simply connected CW complex of dimension n. The loop space homology H∗(ΩX;...
International audienceIn a 2009 paper, Dave Benson gave a description in purely algebraic terms of t...
AbstractLet X = Y × Z be a simply connected finite CW-complex. We show that the LS category of B aut...
AbstractLet X be a simply connected finite CW-complex such that dimπ∗(X)⊗Q=∞. We prove that if X is ...
A relative category is a category with a chosen class of weak equivalences. Barwick and Kan produced...
Abstract. We prove that the algebra of chains on the based loop space recovers the derived (wrapped)...
Let F (iota)--> E (f)--> B be a fibration, we focus on the relation between the homotopy invariants ...
Let F --> E --> B be a fibration with B a simply connected finite type CW complex. In this paper we ...
AbstractLet F → E → B be a fibration with B a simply connected finite type CW complex. In this paper...
Let f : Y --> X be a continuous map between connected CW complexes. The homology H* (F) of the homot...
A simply connected CW complex of finite type is elliptic if it has finite L.S.-category and if its l...
AbstractLet X be a simply connected CW complex with finitely many cells in each degree. The first pa...
Let X be a simply connected CW complex with finitely many cells in each degree. The first part of th...
We prove that for a wide class of spaces X the homology of the free loop space H∗(XS1;Q) has a very ...
Let (Y,X) be a relative CW complex with X and Y simply-connected and suppose that the relative homol...
AbstractLet X be a finite simply connected CW complex of dimension n. The loop space homology H∗(ΩX;...
International audienceIn a 2009 paper, Dave Benson gave a description in purely algebraic terms of t...
AbstractLet X = Y × Z be a simply connected finite CW-complex. We show that the LS category of B aut...
AbstractLet X be a simply connected finite CW-complex such that dimπ∗(X)⊗Q=∞. We prove that if X is ...
A relative category is a category with a chosen class of weak equivalences. Barwick and Kan produced...
Abstract. We prove that the algebra of chains on the based loop space recovers the derived (wrapped)...
Let F (iota)--> E (f)--> B be a fibration, we focus on the relation between the homotopy invariants ...
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