Abstract
We define conjugacy invariants of Clifford matrices, which have been introduced by Ahlfors to generalize the Mobius transformation groups PSL (2,R) and PSL (2, C) to higher dimensions. Our conjugacy invariants are a generalization of the trace square functions. We also show explicitly how these invariants determine the conjugacy class of a Mobius transformation.
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More From: Complex Variables, Theory and Application: An International Journal
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