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表象间的基矢变换与幺正矩阵关系的再讨论
引用本文:张海丰,侯宪春,董艳红,芦颖.表象间的基矢变换与幺正矩阵关系的再讨论[J].佳木斯大学学报,2007,25(2):245-246,251.
作者姓名:张海丰  侯宪春  董艳红  芦颖
作者单位:佳木斯大学理学院,黑龙江佳木斯154007
基金项目:佳木斯大学校科研和校改项目
摘    要:以定理的形式给出了表象变换中获得幺正矩阵的一种简洁方法,并给予了合理的证明,同时结合具体实例验证了定理的正确性.我们认为这一定理具有一定的理论价值和实际应用价值.

关 键 词:基矢变换  幺正矩阵  简洁方法  基矢变换  矩阵关系  Representations  Matrix  Transformation  Vector  Base  Relation  理论价值  应用  实例验证  结合  方法  幺正矩阵  表象变换  定理
文章编号:1008-1402(2007)02-0245-02
收稿时间:2007-02-08
修稿时间:2007-02-08

Further Discussion on the Relation between Base Vector Transformation and Unitary Matrix among Representations
ZHANG Hai-feng,HOU Xian-chun,DONG Yan-hong,LU Ying.Further Discussion on the Relation between Base Vector Transformation and Unitary Matrix among Representations[J].Journal of Jiamusi University(Natural Science Edition),2007,25(2):245-246,251.
Authors:ZHANG Hai-feng  HOU Xian-chun  DONG Yan-hong  LU Ying
Affiliation:College of Natural Science, Jiamusi University, Jiamusi 154007, China
Abstract:In this paper, we presented a succinct method to obtain the unitary matrix in the representation transformation by the theorem form, gave the reasonable demonstration, and simultaneously confirmed the theorem accuracy by a concrete example. We believed that the theorem has great theory value and the practical application value.
Keywords:base vector transformation  unitary matrix  succinct method
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