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Holomorph (mathematics)
MATHEMATISCH CENTRUM 2E BOERHAA VESTR.AA T 49 AMSTERDAM
Group Theory
On Quadruply Transitive Groups Dissertation
The Group of Automorphisms of the Holomorph of a Group
Notes on Finite Group Theory
Group Theory
A Chemist Looks at the Structure of Symmetry Groups
A UTOMORPHISMS of the DIHEDRAL GROUPS the Group Of
MTHM024/MTH714U Group Theory 7 Semidirect Product
Holomorph of Generalized Bol Loops
Mutually Normalizing Regular Permutation Groups and Zappa-Szep Extensions of the Holomorph
New York Journal of Mathematics on the Multiple Holomorph of a Finite
Groups That Have the Same Holomorph As a Finite Perfect Group
Group Theory
Group Theory Abstract Group Theory English Summary Notes by Jørn B
THE MULTIPLE HOLOMORPH of CENTERLESS GROUPS 3 Is Not Even a 2-Group for G = Smallgroup(A, B) With
The Contribution of LG Kov\'Acs to the Theory of Permutation Groups
Multiple Holomorphs of Dihedral and Quaternionic Groups
Top View
The Splitting of Certain Solvable Groups1
Abstract Group Theory
A5. Then G Is a (New) Simple Group Isomorphic to J
Semidirect Products
Split Extensions, Semidirect Product, and Holomorph of Categorical Groups
The Multiple Holomorphs of Finite $ P $-Groups of Class
On the Holomorph of a Cyclic Group*
On the Holomorph of Finite Semisimple Groups
Semidirect Product and the Holomorph of Categorical Groups
Multiple Holomorphs of Finitely Generated Abelian Groups
Hopf Galois Structures, Regular Subgroups of the Holomorph, and Skew Braces: Two (Brief) Stories
On Representations of the Holomorph of Analyticgroups
Homology of Holomorphs of Free Groups
Mini-Couse on GAP – Exercises
Regular Permutation Groups and Their Centralizers and Normalizers
The Automorphisms of the Holomorph of a Finite Abelian Group
Completeness of Holomorphs
Arxiv:Math/0302120V2 [Math.GR] 14 Jan 2004 Ntehlmrho Iceegroup Discrete a of Holomorph the on Umte Nprilfulfillment Partial in Submitted Rfso Rdrc .Cohen R
Normalizers in Homogeneous Symmetric Groups a Thesis
The Multiple Holomorph of a Finitely-Generated Abelian Group
On the Non-Isomorphism of Certain Holomorphs
Groups That Have the Same Holomorph As a Finite Perfect Group