Types of Groups
Collectives are sometimes characterised by attempts to share and exercise political and social power and to make decisions on a consensus-driven and egalitarian basis.
A commune or intentional community, which may also be known as a "collective household", is a group of people who live together in some kind of dwelling or residence, or in some other arrangement (e.g. sharing land). Collective households may be organized for a specific purpose (e.g. relating to business, parenting, or some other shared interest).
The term "collective" is sometimes used to describe a species as a whole—for example, the "human collective."
A "street artist collective", sometimes referred to as a "graffiti crew" or in other instances simply an "artist collective" is typically a collection of individuals with similar interests in producing and documenting street art as a group. These "street artist collectives" or "graffiti crews" are often composed of friends or friends of friends from all walks of life with different beliefs, careers, & religions. These collectives can range in size from a few people to thousands of members. The style of art produced by these groups can have vast differences. The motivations behind the work they produce can be for a common cause or individually motivated purposes. Some collectives are simply people who enjoy painting with someone else and have no other goals or motivations for forming their collective.
A "work collective" is a type of horizontal collectivism wherein a business functions as a partnership of individual professionals, recognizing them as equals and rewarding them for their expertise. The working collective aims to reduce costs to clients while maintaining healthy rewards for participating partners. This is accomplished by eliminating the operating costs that are needed to support levels of management.
Read more about this topic: Collective
Other articles related to "types, type, types of groups, groups, group, types of":
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... It follows that the group Inn(G) of inner automorphisms is itself trivial (i.e ... Inn(G) can only be a cyclic group when it is trivial, by a basic result on the center of a group ... automorphisms exhaust the entire automorphism group a group whose automorphisms are all inner and whose centre is trivial is called complete ...
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