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{{short description|Mathematical group based upon a finite number of elements}}
{{Group theory sidebar |Basics}}
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==History==
During the twentieth century, mathematicians investigated some aspects of the theory of finite groups in great depth, especially the [[Local analysis|local theory]] of finite groups and the theory of [[Solvable group|solvable]] and [[nilpotent group]]s.<ref>{{cite news | first = Michael | last = Aschbacher |
During the second half of the twentieth century, mathematicians such as [[Claude Chevalley|Chevalley]] and [[Robert Steinberg|Steinberg]] also increased our understanding of finite analogs of [[classical groups]], and other related groups. One such family of groups is the family of [[general linear group]]s over [[finite field]]s.
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*[[Commuting probability]]
*[[Finite State Machine]]
*[[Infinite group]]{{div col end}}
==References==
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==Further reading==
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* {{Cite book| last=Jacobson| first=Nathan | year=2009| title=Basic Algebra I | edition=2nd | publisher=[[Dover Publications]] | isbn = 978-0-486-47189-1
{{refend}}
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