In this thesis we have presented original homomorphic images of permutations and monomial progenitors. In some cases we have used the double coset enumeration tech- nique to construct the images and for all of the homomorphic images that we have discovered, the isomorphism type of each group is given. The homomorphic images discovered include Linear groups, Alternating groups, and two sporadic simple groups J1 and J2X2 where J1 is the smallest Janko group and J2 is the second Janko sporadic group
iii We will explore progenitors extensively throughout this project. The progen-itor, developed by R...
This thesis constructs several finite homomorphic images of infinite semi-direct products of the for...
The main purpose of this thesis is to construct finite groups as homomorphic images of infinite semi...
iii In this thesis we have presented original homomorphic images of permutations and monomial progen...
In this thesis, we have presented our discovery of true finite homomorphic images of various permuta...
We will explore progenitors extensively throughout this project. The progenitor, developed by Robert...
We have conducted a systematic search for finite homomorphic images of several permutation and monom...
Since every nonabelian simple group is a homomorphic image of an involutory progenitor 2^(*n):N wher...
In this thesis, we have demonstrated our method of writing symmetric presentations of permutation pr...
We searched monomial and permutation progenitors for symmetric presentations of important images, no...
The purpose of this thesis was to present the technique of double coset enumeration and apply it to ...
Abstract In this project, we searched for new constructions and symmetric presentations of important...
The purpose of exploring infinite groups in this thesis was to discover homomorphic images of non-ab...
The purpose of exploring infinite groups in this thesis was to discover homomorphic images of non-ab...
The purpose of this thesis is to construct finite groups as homomorphic images of progenitors
iii We will explore progenitors extensively throughout this project. The progen-itor, developed by R...
This thesis constructs several finite homomorphic images of infinite semi-direct products of the for...
The main purpose of this thesis is to construct finite groups as homomorphic images of infinite semi...
iii In this thesis we have presented original homomorphic images of permutations and monomial progen...
In this thesis, we have presented our discovery of true finite homomorphic images of various permuta...
We will explore progenitors extensively throughout this project. The progenitor, developed by Robert...
We have conducted a systematic search for finite homomorphic images of several permutation and monom...
Since every nonabelian simple group is a homomorphic image of an involutory progenitor 2^(*n):N wher...
In this thesis, we have demonstrated our method of writing symmetric presentations of permutation pr...
We searched monomial and permutation progenitors for symmetric presentations of important images, no...
The purpose of this thesis was to present the technique of double coset enumeration and apply it to ...
Abstract In this project, we searched for new constructions and symmetric presentations of important...
The purpose of exploring infinite groups in this thesis was to discover homomorphic images of non-ab...
The purpose of exploring infinite groups in this thesis was to discover homomorphic images of non-ab...
The purpose of this thesis is to construct finite groups as homomorphic images of progenitors
iii We will explore progenitors extensively throughout this project. The progen-itor, developed by R...
This thesis constructs several finite homomorphic images of infinite semi-direct products of the for...
The main purpose of this thesis is to construct finite groups as homomorphic images of infinite semi...