Groups of order 262

This article gives information about, and links to more details on, groups of order 262
See pages on algebraic structures of order 262 | See pages on groups of a particular order

This article gives basic information comparing and contrasting groups of order 262. See also more detailed information on specific subtopics through the links:

Information type	Page summarizing information for groups of order 262
element structure (element orders, conjugacy classes, etc.)	element structure of groups of order 262
subgroup structure	subgroup structure of groups of order 262
linear representation theory	linear representation theory of groups of order 262 projective representation theory of groups of order 262 modular representation theory of groups of order 262
endomorphism structure, automorphism structure	endomorphism structure of groups of order 262
group cohomology	group cohomology of groups of order 262

Statistics at a glance

Quantity	Value	Explanation
Total number of groups	2	See classification of groups of twice prime order
Number of abelian groups	1	See classification of finite abelian groups and structure theorem for finitely generated abelian groups.
Number of simple groups	0

The list

Group	GAP ID (second part)	Abelian?
dihedral group:D262	1	No
cyclic group:Z262	2	Yes