Krause H, Reichenbach U. Endofiniteness in stable homotopy theory. Transactions of the American Mathematical Society. 2000;353(1):157-173.We study endofinite objects in a compactly generated triangulated category in terms of ideals in the category of compact objects. Our results apply in particular to the stable homotopy category. This leads, for example, to a new interpretation of stable splittings for classifying spaces of finite groups
Freyd's Generating Hypothesis is an important problem in topology with deep structural consequences ...
SIGLETIB: RO 2556 (1987,26) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informatio...
AbstractThe stable cohomotopy theory is a useful tool for studying global properties of compact spac...
Krause H, Reichenbach U. Endofiniteness in stable homotopy theory. Transactions of the American Math...
Abstract. We study endonite objects in a compactly generated triangulated cat-egory in terms of idea...
An abstract homotopy theory is a situation in which one has a category with a class of ``weak equiva...
An abstract homotopy theory is a situation in which one has a category with a class of ``weak equiva...
Abstract. Let G be a finite group. The stable module category of G has been applied extensively in g...
AbstractWe give an alternative to the stable classification of p-completed homotopy types of classif...
In this paper we advertise the category of Γ-spaces as a convenient framework for doing ‘algebra ’ o...
Schwede S. Stable homotopy of algebraic theories. Ergänzungsreihe / Universität Bielefeld, Sonderfor...
The space of stability conditions on a triangulated category is naturally partitioned into subsets U...
of topological spaces by inverting the suspension functor, yielding a ‘linear ’ approximation to the...
The beginning graduate student in homotopy theory is confronted with a vast literature on spectra th...
AbstractThe stable cohomotopy theory is a useful tool for studying global properties of compact spac...
Freyd's Generating Hypothesis is an important problem in topology with deep structural consequences ...
SIGLETIB: RO 2556 (1987,26) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informatio...
AbstractThe stable cohomotopy theory is a useful tool for studying global properties of compact spac...
Krause H, Reichenbach U. Endofiniteness in stable homotopy theory. Transactions of the American Math...
Abstract. We study endonite objects in a compactly generated triangulated cat-egory in terms of idea...
An abstract homotopy theory is a situation in which one has a category with a class of ``weak equiva...
An abstract homotopy theory is a situation in which one has a category with a class of ``weak equiva...
Abstract. Let G be a finite group. The stable module category of G has been applied extensively in g...
AbstractWe give an alternative to the stable classification of p-completed homotopy types of classif...
In this paper we advertise the category of Γ-spaces as a convenient framework for doing ‘algebra ’ o...
Schwede S. Stable homotopy of algebraic theories. Ergänzungsreihe / Universität Bielefeld, Sonderfor...
The space of stability conditions on a triangulated category is naturally partitioned into subsets U...
of topological spaces by inverting the suspension functor, yielding a ‘linear ’ approximation to the...
The beginning graduate student in homotopy theory is confronted with a vast literature on spectra th...
AbstractThe stable cohomotopy theory is a useful tool for studying global properties of compact spac...
Freyd's Generating Hypothesis is an important problem in topology with deep structural consequences ...
SIGLETIB: RO 2556 (1987,26) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informatio...
AbstractThe stable cohomotopy theory is a useful tool for studying global properties of compact spac...