- #1
neham
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Prove that any two elements of order 3 in GL(2,Z) are conjugates.
A paper on "the group of units of the integral group ring ZS3" by Hughes and Pearson refers to this result and says that it has been picked up from "Representation Theory of finite groups and associated algebras" by Curtis and Reiner but I am not able to trace the result...can someone help?
A paper on "the group of units of the integral group ring ZS3" by Hughes and Pearson refers to this result and says that it has been picked up from "Representation Theory of finite groups and associated algebras" by Curtis and Reiner but I am not able to trace the result...can someone help?