Add to ORKGTwo questions are discussed. Firstly, what is the connection between the group and the semigroup defined by the same presentation? Secondly, do there exist any results for semigroups with respect to substructures being finitely presented that correspond to the classical results for groups? These themes are considered both from a geometric and a combinatorial point of view.</p
This thesis provides a survey of several fundamental topics in the representation theory of finite s...
The aim of this book is to provide an introduction to combinatorial group theory. Any reader who has...
The finite generation and presentation of Schutzenberger products of semigroups are investigated. A ...
Two questions are discussed. Firstly, what is the connection between the group and the semigroup def...
A method for finding presentations for subsemigroups of semigroups defined by presentations is used ...
We consider a congruence ? on a semigroup S as a subsemigroup of the direct product S × S. Then we p...
We consider the relationship between the combinatorial properties of semigroupoids in general and se...
It is known that for any finite group G given by a finite group presentation (A\R) there exists a fi...
WOS: 000226032500010We consider a congruence. on a semigroup S as a subsemigroup of the direct produ...
In this thesis we consider in detail the following two problems for semigroups: (i) When are semigr...
It is known that for any finite group G given by a finite... In this paper we give a necessary and s...
AbstractWe apply automata-theoretic tools and some recently established compactness properties in th...
Abstract The finite generation and presentation of Schützenberger products of semigroups are investi...
Let G be a group, and let <A \ R> be a finite group presentation for G with \R\ greater than o...
Let G be a group, and let <A \ R> be a finite group presentation for G with \R\ greater than o...
This thesis provides a survey of several fundamental topics in the representation theory of finite s...
The aim of this book is to provide an introduction to combinatorial group theory. Any reader who has...
The finite generation and presentation of Schutzenberger products of semigroups are investigated. A ...
Two questions are discussed. Firstly, what is the connection between the group and the semigroup def...
A method for finding presentations for subsemigroups of semigroups defined by presentations is used ...
We consider a congruence ? on a semigroup S as a subsemigroup of the direct product S × S. Then we p...
We consider the relationship between the combinatorial properties of semigroupoids in general and se...
It is known that for any finite group G given by a finite group presentation (A\R) there exists a fi...
WOS: 000226032500010We consider a congruence. on a semigroup S as a subsemigroup of the direct produ...
In this thesis we consider in detail the following two problems for semigroups: (i) When are semigr...
It is known that for any finite group G given by a finite... In this paper we give a necessary and s...
AbstractWe apply automata-theoretic tools and some recently established compactness properties in th...
Abstract The finite generation and presentation of Schützenberger products of semigroups are investi...
Let G be a group, and let <A \ R> be a finite group presentation for G with \R\ greater than o...
Let G be a group, and let <A \ R> be a finite group presentation for G with \R\ greater than o...
This thesis provides a survey of several fundamental topics in the representation theory of finite s...
The aim of this book is to provide an introduction to combinatorial group theory. Any reader who has...
The finite generation and presentation of Schutzenberger products of semigroups are investigated. A ...