transformation group
51Dihedral group — This snowflake has the dihedral symmetry of a regular hexagon. In mathematics, a dihedral group is the group of symmetries of a regular polygon, including both rotations and reflections.[1] Dihedr …
52Frieze group — A frieze group is a mathematical concept to classify designs on two dimensional surfaces which are repetitive in one direction, based on the symmetries in the pattern. Such patterns occur frequently in architecture and decorative art. The… …
53COLT Group — S.A Type Société anonyme in Luxembourg (LSE: COLT) Industry Telecoms …
54Presentation of a group — In mathematics, one method of defining a group is by a presentation. One specifies a set S of generators so that every element of the group can be written as a product of some of these generators, and a set R of relations among those generators.… …
55Fuchsian group — In mathematics, a Fuchsian group is a particular type of group of isometries of the hyperbolic plane. A Fuchsian group is always a discrete group contained in the semisimple Lie group PSL(2,C). The name is given in honour of Immanuel Lazarus… …
56List of Large Group Awareness Training organizations — This is a list of organizations offering Large Group Awareness Trainings, and their founders. The methods, courses and/or techniques of the organizations listed here have been identified with Large Group Awareness Training by , or the… …
57Kleinian group — In mathematics, a Kleinian group, named after Felix Klein, is a finitely generated discrete group Gamma; of orientation preserving conformal (i.e. angle preserving) maps of the open unit ball B^3 in mathbb{R}^3 to itself. Some… …
58Allied Command Transformation — Emblem Active 19 June 2003 Present …
59Elementary abelian group — In group theory an elementary abelian group is a finite abelian group, where every nontrivial element has order p where p is a prime.By the classification of finitely generated abelian groups, every elementary abelian group must be of the form:(… …
60The Barna Group — is an evangelical Christian polling firm based in Ventura, California.[1] Contents 1 Overview 2 Books 3 Criticism 4 …
