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
View a complete list of particular groups (this is a very huge list!)[SHOW MORE]
This group is defined as the double cover of alternating group where the alternating group is alternating group:A7, i.e., has degree 7. More explicitly, it is the unique stem extension with base normal subgroup cyclic group:Z2 and quotient group alternating group:A7.
Want to compare and contrast arithmetic function values with other groups of the same order? Check out groups of order 5040#Arithmetic functions
|| Similar groups
| order (number of elements, equivalently, cardinality or size of underlying set)
|| groups with same order
|| As : The order is , which is .
|| Functions used