Add to ORKGThis study will prove the Mathieu group M₂₂ contains two symmetric generating sets with control grougp L₃ (2). The first generating set consists of order 3 elements while the second consists of involutions
Abstract In this project, we searched for new constructions and symmetric presentations of important...
The purpose of this thesis was to present the technique of double coset enumeration and apply it to ...
We have discovered original symmetric presentations for several finite groups, including 22:.(24:(2....
The purpose of this project is to construct finite homomorphic images of infinite semi-direct produc...
The purpose of this project is to construct finite homomorphic images of infinite semi-direct produc...
The main goal of this project is to construct finite homomorphic images of monomial infinite semi-di...
We will examine progenitors. We start with progenitors of the form $m^{*n} : N$ where $m^{*n}$ is a ...
The main purpose of this project is to construct finite homomorphic images of infinite semi-direct p...
In this thesis, we have presented our discovery of symmetric presentations of a number of non-abelia...
The aim of this thesis is to generate original symmetric presentations for finite non-abelian simple...
The main objective of this project is to find the original symmetric presentations of some very impo...
In this thesis, we will give our discovery of original symmetric presentations of several important ...
The main purpose of this thesis is to describe methods of constructing computer-free proofs of exist...
Advantages of the double coset enumeration technique include its use to represent group elements in ...
In this thesis, we have presented our discovery of original symmetric presentations of a number of n...
Abstract In this project, we searched for new constructions and symmetric presentations of important...
The purpose of this thesis was to present the technique of double coset enumeration and apply it to ...
We have discovered original symmetric presentations for several finite groups, including 22:.(24:(2....
The purpose of this project is to construct finite homomorphic images of infinite semi-direct produc...
The purpose of this project is to construct finite homomorphic images of infinite semi-direct produc...
The main goal of this project is to construct finite homomorphic images of monomial infinite semi-di...
We will examine progenitors. We start with progenitors of the form $m^{*n} : N$ where $m^{*n}$ is a ...
The main purpose of this project is to construct finite homomorphic images of infinite semi-direct p...
In this thesis, we have presented our discovery of symmetric presentations of a number of non-abelia...
The aim of this thesis is to generate original symmetric presentations for finite non-abelian simple...
The main objective of this project is to find the original symmetric presentations of some very impo...
In this thesis, we will give our discovery of original symmetric presentations of several important ...
The main purpose of this thesis is to describe methods of constructing computer-free proofs of exist...
Advantages of the double coset enumeration technique include its use to represent group elements in ...
In this thesis, we have presented our discovery of original symmetric presentations of a number of n...
Abstract In this project, we searched for new constructions and symmetric presentations of important...
The purpose of this thesis was to present the technique of double coset enumeration and apply it to ...
We have discovered original symmetric presentations for several finite groups, including 22:.(24:(2....