This paper is motivated by the attempt to lay out the grounds for relative homological algebra for module spectra. Elmendorf, Kriz, Mandell, and May constructed an associative, commutative and unital ...
this paper a similar map from the algebraic K-theory A(X) of a topological space X, as dened in [15], to stable K-theory is constructed, and one would like to interpret this in \algebraic" terms. Info...
this paper is to prove the following dual result. 1.2 Theorem: Let X be an (n \Gamma 1)-connected based CW-complex with dimX k(n \Gamma 2) + 3, n 2. Then X is of the homotopy type of a suspension if a...
this paper we work in categories of ring-, module-, and algebra spectra as constructed by Elmendorf, Kriz, Mandell, and May [2], who exploit a crucial observation by Hopkins [4]. We start by specifyin...
this paper is to prove the following dual result. 1.2 Theorem: Let X be an (n \Gamma 1)-connected based CW-complex with dimX k(n \Gamma 2) + 3, n 2. Then X is of the homotopy type of a suspension if a...
this paper is to prove the following dual result. 1.2 Theorem: Let X be an (n \Gamma 1)-connected based CW-complex with dimX k(n \Gamma 2) + 3, n 2. Then X is of the homotopy type of a suspension if a...
this paper is to prove the following dual result. 1.2 Theorem: Let X be an (n \Gamma 1)-connected based CW-complex with dimX k(n \Gamma 2) + 3, n 2. Then X is of the homotopy type of a suspension if a...
this paper is to prove the following dual result. 1.2 Theorem: Let X be an (n \Gamma 1)-connected based CW-complex with dimX k(n \Gamma 2) + 3, n 2. Then X is of the homotopy type of a suspension if a...