Group cohomology of alternating groups

This article gives specific information, namely, group cohomology, about a family of groups, namely: alternating group.
View group cohomology of group families | View other specific information about alternating group

Particular cases

$n$	order of alternating group (= $n!/2$ for $n\geq 2$)	Alternating group of degree $n$	Group cohomology page
2	1	trivial group	group cohomology of trivial group
3	3	cyclic group:Z3	group cohomology of cyclic group:Z3, see also group cohomology of finite cyclic groups
4	12	alternating group:A4	group cohomology of alternating group:A4
5	60	alternating group:A5	group cohomology of alternating group:A5
6	360	alternating group:A6	group cohomology of alternating group:A6
7	2520	alternating group:A7	group cohomology of alternating group:A7
8	20160	alternating group:A8	group cohomology of alternating group:A8
9	181440	alternating group:A9	group cohomology of alternating group:A9
10	1814400	alternating group:A10	group cohomology of alternating group:A10