Reversible complex hyperbolic isometries

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• 作者：Krishnendu Gongopadhyay^a ; ^{krishnendug@gmail.com} ; John R. Parker^b ; ^{j.r.parker@durham.ac.uk}
• 关键词：Primary 51M10 ; Secondary 20E45
• 刊名：Linear Algebra and its Applications
• 出版年：2013
• 出版时间：15 March, 2013
• 年：2013
• 卷：438
• 期：6
• 页码：2728-2739
• 全文大小：307 K

文摘

Let denote the isometry group of the n-dimensional complex hyperbolic space . An isometry g is called reversible if g is conjugate to in . If g can be expressed as a product of two involutions, it is called strongly reversible. We classify reversible and strongly reversible elements in . We also investigate reversibility and strong reversibility in .