Add to ORKGCataloged from PDF version of article.We classify the sequences hSn j n 2 Ni of nite simple nonabelian groups such that Q n Sn has uncountable co nality
<正> Let G be a finite nonabelian simple group. The covering number of G is the sm-allest integ...
The spectrum $\omega(G)$ of a finite group $G$ is the set of orders of its elements. The following s...
We summarize several results about non-simplicity, solvability and normal structure of finite grou...
We classify the sequences (Sn | n ∈ N) of finite simple nonabelian groups such that ∏n Sn has uncoun...
We exhibit explicit infinite families of finitely presented, Kazhdan, simple groups that are pairwis...
Skipper R, Witzel S, Zaremsky MCB. Simple groups separated by finiteness properties. INVENTIONES MAT...
A finite group is called Pn-sequenceable if its nonidentity elements can be listed x1 , x2 , ..., xk...
Abstract. All nonabelian finite simple groups of rank n over a field of size q, with the possible ex...
AbstractWe prove the Arad–Herzog conjecture for various families of finite simple groups — if A and ...
SIGLEAvailable from British Library Document Supply Centre- DSC:D062188 / BLDSC - British Library Do...
These notes are devoted to lattices in products of trees and related topics. They provide an introdu...
We explore an elementary construction that produces finitely presented groups with diverse homologic...
summary:The paper is an immediate continuation of [3], where one can find various notation and othe...
Suppose both A and B are cohopfian groups. Then A x B is cohopfian if A is either extremely noncommu...
18 pagesFor each countable group $Q$ we produce a short exact sequence $1\to N \to G \to Q\to 1$ whe...
<正> Let G be a finite nonabelian simple group. The covering number of G is the sm-allest integ...
The spectrum $\omega(G)$ of a finite group $G$ is the set of orders of its elements. The following s...
We summarize several results about non-simplicity, solvability and normal structure of finite grou...
We classify the sequences (Sn | n ∈ N) of finite simple nonabelian groups such that ∏n Sn has uncoun...
We exhibit explicit infinite families of finitely presented, Kazhdan, simple groups that are pairwis...
Skipper R, Witzel S, Zaremsky MCB. Simple groups separated by finiteness properties. INVENTIONES MAT...
A finite group is called Pn-sequenceable if its nonidentity elements can be listed x1 , x2 , ..., xk...
Abstract. All nonabelian finite simple groups of rank n over a field of size q, with the possible ex...
AbstractWe prove the Arad–Herzog conjecture for various families of finite simple groups — if A and ...
SIGLEAvailable from British Library Document Supply Centre- DSC:D062188 / BLDSC - British Library Do...
These notes are devoted to lattices in products of trees and related topics. They provide an introdu...
We explore an elementary construction that produces finitely presented groups with diverse homologic...
summary:The paper is an immediate continuation of [3], where one can find various notation and othe...
Suppose both A and B are cohopfian groups. Then A x B is cohopfian if A is either extremely noncommu...
18 pagesFor each countable group $Q$ we produce a short exact sequence $1\to N \to G \to Q\to 1$ whe...
<正> Let G be a finite nonabelian simple group. The covering number of G is the sm-allest integ...
The spectrum $\omega(G)$ of a finite group $G$ is the set of orders of its elements. The following s...
We summarize several results about non-simplicity, solvability and normal structure of finite grou...