rank of group
101Lie group — Lie groups …
102Presidential Communications Group (Philippines) — Presidential Communications Group Agency overview Headquarters 3rd Floor, New Executive Building, Malacañang Palace, Manila Annual budget P846.0 million (2007)[1] Agency executives Edwin Lacierda …
103(the) Rank Group — the Rank Group [the Rank Group] a large British company, established by J Arthur Rank as the Rank Organization, originally known for making films. Its symbol, often seen at the beginning of films, was a man striking a large ↑gong (= a metal disc… …
104Absolute Galois group — In mathematics, the absolute Galois group GK of a field K is the Galois group of K sep over K , where K sep is a separable closure of K . Alternatively it is the group of all automorphisms of the algebraic closure of K that fix K . The absolute… …
105Bulgarian A Professional Football Group — For other sports leagues which may be referred to by this name, see List of professional sports leagues. Bulgarian A Professional Football Group Countries …
106Picard group — In mathematics, the Picard group of a ringed space X, denoted by , is the group of isomorphism classes of invertible sheaves (or line bundles) on X, with the group operation being tensor product. This construction is a global version of the… …
107J Arthur Rank — [J Arthur Rank] (1882–1972) an English ↑businessman who established two highly successful companies, the ↑Rank Group and ↑Rank Hovis McDougall. He was a ↑Methodist and became involved in films in 1933 as a way of spreading religious ideas. In… …
108Private (rank) — A Private is a soldier of the lowest military rank (equivalent to NATO Rank Grades OR 1 to OR 3 depending on the force served in). The term dates from the Middle Ages, where privates were known as private soldiers (a term still used in the United …
109Lattice (group) — A lattice in the Euclidean plane. In mathematics, especially in geometry and group theory, a lattice in Rn is a discrete subgroup of Rn which spans the real vector space Rn. Every lattice in Rn …
110Baer–Specker group — In mathematics, in the field of group theory, the Baer–Specker group, or Specker group, is an example of an infinite Abelian group which is a building block in the structure theory of such groups.DefinitionThe Baer Specker group is the group B =… …
