AbstractOften a localization functor (in the category of groups) sends a finite simple group to another finite simple group. We study when such a localization also induces a localization between the automorphism groups and between the universal central extensions. As a consequence we exhibit many examples of localizations of finite simple groups which are not simple
This thesis consists of two articles. Both articles concern homotopical algebra. In Paper I we study...
AbstractIn a previous paper, we lifted Charles Rezk’s complete Segal model structure on the category...
This thesis consists of two articles. Both articles concern homotopical algebra. In Paper I we study...
Abstract. Often a localization functor (in the category of groups) sends a finite simple group to an...
AbstractOften a localization functor (in the category of groups) sends a finite simple group to anot...
AbstractRecent work on localization of groups with respect to maps raised some yet unsettled questio...
AbstractWe construct examples of localizations in the category of groups which take the Mathieu grou...
AbstractThe study of localizations of groups has concentrated on group theoretic properties which ar...
AbstractWe construct examples of localizations in the category of groups which take the Mathieu grou...
The aim for the present paper is to study the theory of P-Localization of a group in a category C su...
Abstract. As it is well known, torsion abelian groups are not preserved by localiza-tion functors. H...
Let P be a fixed set of primes, G the category of all groups and group-homomorphisms, and N the full...
Given a nilpotent group G and a prime p, there is a unique p-local group G(p) which is, in some sens...
Three topics in localization theory and group ring theory are investigated. In Chapter I, it is pro...
During the last 40 years the theory of finite groups has developed dramatically. The finite simple g...
This thesis consists of two articles. Both articles concern homotopical algebra. In Paper I we study...
AbstractIn a previous paper, we lifted Charles Rezk’s complete Segal model structure on the category...
This thesis consists of two articles. Both articles concern homotopical algebra. In Paper I we study...
Abstract. Often a localization functor (in the category of groups) sends a finite simple group to an...
AbstractOften a localization functor (in the category of groups) sends a finite simple group to anot...
AbstractRecent work on localization of groups with respect to maps raised some yet unsettled questio...
AbstractWe construct examples of localizations in the category of groups which take the Mathieu grou...
AbstractThe study of localizations of groups has concentrated on group theoretic properties which ar...
AbstractWe construct examples of localizations in the category of groups which take the Mathieu grou...
The aim for the present paper is to study the theory of P-Localization of a group in a category C su...
Abstract. As it is well known, torsion abelian groups are not preserved by localiza-tion functors. H...
Let P be a fixed set of primes, G the category of all groups and group-homomorphisms, and N the full...
Given a nilpotent group G and a prime p, there is a unique p-local group G(p) which is, in some sens...
Three topics in localization theory and group ring theory are investigated. In Chapter I, it is pro...
During the last 40 years the theory of finite groups has developed dramatically. The finite simple g...
This thesis consists of two articles. Both articles concern homotopical algebra. In Paper I we study...
AbstractIn a previous paper, we lifted Charles Rezk’s complete Segal model structure on the category...
This thesis consists of two articles. Both articles concern homotopical algebra. In Paper I we study...
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