Group

A group is a number of things or persons being in some relation to one another.

Read more about Group:  Mathematics, Science, Business, Sociology, Identity Groups (limited List), Computing and The Internet, Military, Other Uses, Other Labels Used To Describe Groups

Other articles related to "group, groups":

8 Ball Bunny - Censorship
... part where one of the natives runs to warn the group of "bwana" Humphrey Bogart coming and the group scattering ... The scene was replaced with a frozen shot of Bogart's feet while the sound of the group muttering and fleeing was heard ...
Yuppie - History
... a story about a business networking group founded in 1982 by the former radical leader Jerry Rubin, formerly of the Youth International Party (whose members ... The term was then used to describe a political demographic group of socially liberal but fiscally conservative voters favoring his candidacy ... no one likes to be neatly lumped into some group" ...
67th Network Warfare Wing - Units
67th Network Warfare Group, (Lackland Air Force Base, Texas) The group tailors multi-source intelligence, electronic warfare and communications security products for national decision makers and Air ... The group also participates with Air Force Special Operations Command, providing customized intelligence products for their missions. 26th Network Operations Group, (Lackland Air Force Base, Texas) The 26th Network Operations Group employs four operational squadrons worldwide, providing Air Force enterprise network operations ...
U2
... Formed in 1976, the group consists of Bono (vocals and guitar), The Edge (guitar, keyboards, and vocals), Adam Clayton (bass guitar), and Larry Mullen, Jr ... Throughout the group's musical pursuits, they have maintained a sound built on melodic instrumentals, highlighted by The Edge's timbrally varied ... earnest image and musical direction, the group reinvented themselves with their 1991 hit album Achtung Baby and the accompanying Zoo TV Tour ...
Group Homomorphism
... In mathematics, given two groups (G, *) and (H, ·), a group homomorphism from (G, *) to (H, ·) is a function h G → H such that for all u and v in G it ... that Hence one can say that h "is compatible with the group structure" ... A more recent trend is to write group homomorphisms on the right of their arguments, omitting brackets, so that h(x) becomes simply x h ...

Famous quotes containing the word group:

    Jury—A group of twelve men who, having lied to the judge about their hearing, health, and business engagements, have failed to fool him.
    —H.L. (Henry Lewis)

    No other group in America has so had their identity socialized out of existence as have black women.... When black people are talked about the focus tends to be on black men; and when women are talked about the focus tends to be on white women.
    bell hooks (b. c. 1955)

    The boys think they can all be athletes, and the girls think they can all be singers. That’s the way to fame and success. ...as a group blacks must give up their illusions.
    Kristin Hunter (b. 1931)