Algebraic characterization of isometries of the complex and the quaternionic hyperbolic 3-spaces
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American Mathematical Society
Abstract
Let ℍ3F denote the three dimensional hyperbolic space over F, where F denotes either the complex numbers C or the quaternions ℍ. We offer an algebraic characterization of isometries of 3F.
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Proceedings of the American Mathematical Society, 141(3), pp.1017-1027.