首页> 外文期刊>Linear and Multilinear Algebra >Some extensions of Witt's theorem††Dedicated to Professor Yik-Hoi Au-Yeung on the occasion of his 70th birthday. View all notes
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Some extensions of Witt's theorem††Dedicated to Professor Yik-Hoi Au-Yeung on the occasion of his 70th birthday. View all notes

机译:Witt定理的某些扩展–专用于Yi-Hoi Au-Yeung教授70岁生日之际。查看所有笔记

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摘要

We extend Witt's theorem to several kinds of simultaneous isometries of subspaces. We determine sufficient and necessary conditions for the extension of an isometry of subspaces : E → E′ to an isometry V : V → V′ that also sends a given subspace to another, or a given self-dual flag to another, or a Witt's decomposition to another and a special self-dual flag to another. We also determine sufficient and necessary conditions for the isometry of generic flags or the simultaneous isometry of (subspace, self-dual flag) pairs.
机译:我们将Witt定理扩展到多种子空间的同时等式。我们确定了子空间等距扩展的充分必要条件:E→E –到等距 V :V→Vâ,该子空间也将给定的子空间发送到另一个子空间,或给定给自己的自我对偶标志,或维特分解给另一个人以及特殊的对偶标志给另一个人。我们还为通用标记的等距或(子空间,自对偶标记)对的同时等距确定了充分必要的条件。

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  • 来源
    《Linear and Multilinear Algebra》 |2009年第4期|p.321-344|共24页
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  • 作者单位

    Department of Mathematics and Statistics, Auburn University, AL, USA;

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