Add to ORKGWe examine the proof of a classical localization theorem of Bousfield and Friedlander and we remove the assumption that the underlying model category be right proper. The key to the argument is a lemma about factoring in morphisms in the arrow category of a model category
AbstractWe determine a necessary and sufficient condition for a functor between closed model categor...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
We examine the proof of a classical localization theorem of Bousfield and Friedlander and we remove ...
We examine the proof of a classical localization theorem of Bousfield and Friedlander and we remove ...
AbstractWe examine the proof of a classical localization theorem of Bousfield and Friedlander and we...
We adopt semimodel categories to extend fundamental results related to Bousfield localizations of mo...
We verify the existence of left Bousfield localizations and of enriched left Bousfield localizations...
Abstract. We study left and right Bousfield localisations of stable model categories which preserve ...
We study left and right Bousfield localisations of stable model categories which preserve stability....
We describe a proof of the Baez-Dolan Stabilization Hypothesis for Rezk's model of weak n-categories...
Consider a Quillen adjunction of two variables between combinatorial model categories from C x D to...
It is known that, in a locally presentable category, localization exists with respect to every set o...
We describe left and right Bousfield localisations along Quillen adjunctions of two variables. These...
In this paper we explain when it is possible to construct brewise localizations in model categories....
AbstractWe determine a necessary and sufficient condition for a functor between closed model categor...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
We examine the proof of a classical localization theorem of Bousfield and Friedlander and we remove ...
We examine the proof of a classical localization theorem of Bousfield and Friedlander and we remove ...
AbstractWe examine the proof of a classical localization theorem of Bousfield and Friedlander and we...
We adopt semimodel categories to extend fundamental results related to Bousfield localizations of mo...
We verify the existence of left Bousfield localizations and of enriched left Bousfield localizations...
Abstract. We study left and right Bousfield localisations of stable model categories which preserve ...
We study left and right Bousfield localisations of stable model categories which preserve stability....
We describe a proof of the Baez-Dolan Stabilization Hypothesis for Rezk's model of weak n-categories...
Consider a Quillen adjunction of two variables between combinatorial model categories from C x D to...
It is known that, in a locally presentable category, localization exists with respect to every set o...
We describe left and right Bousfield localisations along Quillen adjunctions of two variables. These...
In this paper we explain when it is possible to construct brewise localizations in model categories....
AbstractWe determine a necessary and sufficient condition for a functor between closed model categor...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...
We extend the group-theoretic notion of conditional flatness for a localization functor to any point...