List of Russian sportspeople: This is a list of notable sportspeople from the Russian Federation, Soviet Union, Russian Empire, and other Russian predecessor states, including ethnic Russians and people of other ethnicities. This list also includes those who were born in Russia but later ... (none) [100%] 2024-01-11 [Russian sportspeople] [Lists of Russian sportspeople]...
List of South African sportspeople: This is a list of South African sportspeople, organized by the sport which they are primarily known for. See also: South African Test cricketers, South African ODI cricketers, South African Twenty20 International cricketers, South African women Test cricketers See also ... (none) [89%] 2024-01-04 [Lists of South African sportspeople]
Groups: This is a learning resource created for the School of Media Technology Social media has developed in several Internet features. One feature for common use is "Groups". [87%] 2024-01-06 [Media Technology] [Learning projects]...
Groups: The conception of an operation to be carried out on some object or set of objects underlies all mathematical science. Thus in elementary arithmetic there are the fundamental operations of the addition and the multiplication of integers; in algebra a ... [87%] 2022-09-02
Cohomology of groups: Historically, the earliest theory of a cohomology of algebras. With every pair $ ( G, A) $, where $ G $ is a group and $ A $ a left $ G $- module (that is, a module over the integral group ring $ \mathbf Z G $), there is associated ... (Mathematics) [78%] 2024-01-01
Isoclinism of groups: In mathematics, specifically group theory, isoclinism is an equivalence relation on groups which generalizes isomorphism. Isoclinism was introduced by (Hall 1940) to help classify and understand p-groups, although it is applicable to all groups. [78%] 2023-09-01 [Finite groups]
Category of groups: The category $\operatorname{Gr}$ whose objects are all groups and whose morphisms are all group homomorphisms. It is sometimes assumed that all groups studied belong to a given universal set. (Mathematics) [78%] 2023-10-17
Variety of groups: A class of all groups satisfying a fixed system of identity relations, or laws, $$ v ( x _ {1} \dots x _ {n} ) = 1, $$ where $ v $ runs through some set $ V $ of group words, i.e. elements of the free group ... (Mathematics) [78%] 2023-10-12