AbstractThe authors study infinite dimensional linear groups with the minimal condition on subgroups of infinite central dimension
We are interested in the following questions of B. Hartley: (1) Is it true that, in an infinite, sim...
We survey the legacy of L. G. Kovács in linear group theory, with a particular focus on classificati...
AbstractThe Sylow-2-subgroups of a periodic group with minimal condition on centralizers are locally...
AbstractThe authors study linear groups of infinite central dimension and of infinite p-rank all of ...
In this paper we present a synopsis of some recent results concerned with infinite dimensional liner...
Let F be a field, A be a vector space over F and G be a subgroup of GL(F,A). We say that G has a den...
Let A a vector space over a field F and let H be a subgroup of GL(F, A). We define centdimF H to be di...
Abstract. The paper is devoted to the study of some important types of minimal artinian linear group...
Let F be a field and A an (infinite dimensional) vector space over F. A group G of linear transormat...
Let V be a vector space over a field F. If G≤GL(V, F), the central dimension of G is the F-dimension...
If G is a group and if the upper hypercenter, Z, of G is such that G/Z is finite then a recent theor...
summary:Let $F$ be a field, $A$ be a vector space over $F$, $\operatorname{GL}(F,A)$ be the group of...
In classifying certain infinite groups under minimal conditions it is needed to find non-simplicity ...
The aim of this paper is to investigate groups whose proper subgroups are linear. Although there exi...
A group G is said to be a minimal non-X group G if G is not an X-group but all its proper subgroups ...
We are interested in the following questions of B. Hartley: (1) Is it true that, in an infinite, sim...
We survey the legacy of L. G. Kovács in linear group theory, with a particular focus on classificati...
AbstractThe Sylow-2-subgroups of a periodic group with minimal condition on centralizers are locally...
AbstractThe authors study linear groups of infinite central dimension and of infinite p-rank all of ...
In this paper we present a synopsis of some recent results concerned with infinite dimensional liner...
Let F be a field, A be a vector space over F and G be a subgroup of GL(F,A). We say that G has a den...
Let A a vector space over a field F and let H be a subgroup of GL(F, A). We define centdimF H to be di...
Abstract. The paper is devoted to the study of some important types of minimal artinian linear group...
Let F be a field and A an (infinite dimensional) vector space over F. A group G of linear transormat...
Let V be a vector space over a field F. If G≤GL(V, F), the central dimension of G is the F-dimension...
If G is a group and if the upper hypercenter, Z, of G is such that G/Z is finite then a recent theor...
summary:Let $F$ be a field, $A$ be a vector space over $F$, $\operatorname{GL}(F,A)$ be the group of...
In classifying certain infinite groups under minimal conditions it is needed to find non-simplicity ...
The aim of this paper is to investigate groups whose proper subgroups are linear. Although there exi...
A group G is said to be a minimal non-X group G if G is not an X-group but all its proper subgroups ...
We are interested in the following questions of B. Hartley: (1) Is it true that, in an infinite, sim...
We survey the legacy of L. G. Kovács in linear group theory, with a particular focus on classificati...
AbstractThe Sylow-2-subgroups of a periodic group with minimal condition on centralizers are locally...
DOI
Add to ORKG