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
AbstractFor a class of spaces including simply connected rational spaces the homotopy classification...
Let $k$ be an infinite field of characteristic $p > 0$ and let $R = k[Y_1,\ldots, Y_d]$ (or $R = k[[...
AbstractWe show that for every finite, simply connected CW complex X, and for any field K, depthH∗(Ω...
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...
AbstractIn this note we describe constructions in the category of differential graded commutative al...
Let f : Y --> X be a continuous map between connected CW complexes. The homology H* (F) of the homot...
AbstractLet X be a finite simply connected CW complex of dimension n. The loop space homology H∗(ΩX;...
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 CW complex with finitely many cells in each degree. The first pa...
AbstractLet F→iE→pB be a fibration and let f: W→E be such that pf is homotopically trivial. Then p n...
AbstractLet (Y,X) be a relative CW complex with X and Y simply-connected and suppose that the relati...
AbstractIf X is a simply connected space of finite type, then the rational homotopy groups of the ba...
AbstractIf X is a simply connected space of finite type, then the rational homotopy groups of the ba...
Prova tipográfica (In Press)We define an algebraic approximation of the Lusternik-Schnirelmann categ...
AbstractFor a class of spaces including simply connected rational spaces the homotopy classification...
Let $k$ be an infinite field of characteristic $p > 0$ and let $R = k[Y_1,\ldots, Y_d]$ (or $R = k[[...
AbstractWe show that for every finite, simply connected CW complex X, and for any field K, depthH∗(Ω...
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...
AbstractIn this note we describe constructions in the category of differential graded commutative al...
Let f : Y --> X be a continuous map between connected CW complexes. The homology H* (F) of the homot...
AbstractLet X be a finite simply connected CW complex of dimension n. The loop space homology H∗(ΩX;...
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 CW complex with finitely many cells in each degree. The first pa...
AbstractLet F→iE→pB be a fibration and let f: W→E be such that pf is homotopically trivial. Then p n...
AbstractLet (Y,X) be a relative CW complex with X and Y simply-connected and suppose that the relati...
AbstractIf X is a simply connected space of finite type, then the rational homotopy groups of the ba...
AbstractIf X is a simply connected space of finite type, then the rational homotopy groups of the ba...
Prova tipográfica (In Press)We define an algebraic approximation of the Lusternik-Schnirelmann categ...
AbstractFor a class of spaces including simply connected rational spaces the homotopy classification...
Let $k$ be an infinite field of characteristic $p > 0$ and let $R = k[Y_1,\ldots, Y_d]$ (or $R = k[[...
AbstractWe show that for every finite, simply connected CW complex X, and for any field K, depthH∗(Ω...
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