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This group is defined as the unique quasisimple group whose center is isomorphic to cyclic group:Z2 and inner automorphism group is isomorphic to projective special linear group:PSL(3,4).
Want to compare and contrast arithmetic function values with other groups of the same order? Check out groups of order 40320#Arithmetic functions
|| Similar groups
|| Explanation for function value
| order (number of elements, equivalently, cardinality or size of underlying set)
|| groups with same order
|| Order is , which becomes .
|| Functions used