A formula to construct all involutions in Riordan matrix groups

Ana Luzón; Manuel A. Morón; L. Felipe Prieto-Martínez

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A formula to construct all involutions in Riordan matrix groups

机译：在Riordan矩阵组中构建所有涉及的公式

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Abstract

We get a formula for all finite Riordan involutions. Using the natural approximation induced by the inverse limit construction, we also describe all infinite Riordan matrices which are involutions in the Riordan group. Finally, we get some consequences.

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机译：<！[cdata [ Abstract

我们获得所有有限的Riordan的公式。利用逆极限结构引起的自然近似，我们还描述了涉及riordan组的所有无限riordan矩阵。最后，我们得到一些后果。 ]]>

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来源
《Linear Algebra and its Applications》 |2017年第2017期|共21页
作者
Ana Luzón; Manuel A. Morón; L. Felipe Prieto-Martínez;
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作者单位

Universidad Politécnica de Madrid;

Universidad Complutense de Madrid Instituto de Matematica Interdisciplinar (IMI);

Universidad Autonoma de Madrid;

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原文格式 PDF
正文语种 eng
中图分类线性代数;
关键词
Riordan matrices; Involution; A-sequence; Babbage's equation; Self-dual Riordan involutions;

机译：Riordan矩阵;联系;A序列;巴贝比的方程;自我双重riordan涉及;

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A formula to construct all involutions in Riordan matrix groups

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