basic subgroup
81Monster group — For infinite groups with all nontrivial proper subgroups isomorphic, see Tarski monster group. Group theory …
82Polish language — Polski redirects here. For the car brand, see Polski Fiat. Polish język polski Pronunciation [ˈpɔlski] Spoken in …
83Romance languages — romance1 (def. 8). [1770 80] * * * Group of related languages derived from Latin, with nearly 920 million native speakers. The major Romance languages French, Spanish, Portuguese, Italian, and Romanian are national languages. French is probably… …
84Fundamental group — In mathematics, the fundamental group is one of the basic concepts of algebraic topology. Associated with every point of a topological space there is a fundamental group that conveys information about the 1 dimensional structure of the portion of …
85Dihedral group of order 6 — The smallest non abelian group has 6 elements. It is a dihedral group with notation D3 (or D6, both are used) and the symmetric group of degree 3, with notation S3. This page illustrates many group concepts using this group as example. Contents 1 …
86Bonecrusher (Transformers) — Bonecrusher is the name of several fictional characters in the various Transformers universes.Transformers: Generation 1Transformers character name =Bonecrusher caption = affiliation =Decepticon subgroup =Constructicons rank =4 function… …
87Nahuatl — Mexican language redirects here. For Mexican dialect of the Spanish language, see Mexican Spanish. Nahuatl Nāhuatlahtōlli, Māsēwallahtōlli, Mexicano Nahua wo …
88Burnside's problem — The Burnside problem, posed by William Burnside in 1902 and one of the oldest and most influential questions in group theory, asks whether a finitely generated group in which every element has finite order must necessarily be a finite group. In… …
89Rotation group — This article is about rotations in three dimensional Euclidean space. For rotations in four dimensional Euclidean space, see SO(4). For rotations in higher dimensions, see orthogonal group. In mechanics and geometry, the rotation group is the… …
90Symplectic group — For finite groups with all characteristc abelian subgroups cyclic, see group of symplectic type. Group theory …
