This article is about a particular group, i.e., a group unique upto isomorphism. View specific information (such as linear representation theory, subgroup structure) about this group
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This group is defined as the external direct product of the following two groups:
- The group , i.e., special linear group:SL(2,5) (order 120), which is also the double cover of alternating group:A5.
- The group , i.e., projective special linear group:PSL(3,2) (order 168), which is also the projective special linear group of degree two over field:F7, i.e., the group .
Want to compare and contrast arithmetic function values with other groups of the same order? Check out groups of order 20160#Arithmetic functions