| N阶矩阵方幂的求解方法 |
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| 引用本文： | 戴泽俭.N阶矩阵方幂的求解方法[J].巢湖学院学报,2009,11(6):124-127. |
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| 作者姓名： | 戴泽俭 |
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| 作者单位： | 巢湖学院数学系,安徽,巢湖,238000 |
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| 基金项目： | 巢湖学院自然科学基金 |
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| 摘 要： | 求矩阵的方幂是矩阵理论中一项很重要的内容,在工程技术和很多应用矩阵的学科中有着很广泛的应用.通常是将求一般矩阵的方幂转化为求对角矩阵的方幂.然而转化为求对角矩阵的方幂比较困难.本文通过实例给出了一般矩阵的方幂的几种常用求法.
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| 关 键 词： | 矩阵 对角矩阵 方幂 相似 |
THE SOLVING METHODS ABOUT POWER OF N-ORDER MATRIX |
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| DAI Ze-jian.THE SOLVING METHODS ABOUT POWER OF N-ORDER MATRIX[J].Chaohu College Journal,2009,11(6):124-127. |
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| Authors: | DAI Ze-jian |
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| Institution: | DAI Ze-jian(Department of Mathematics,Chaohu College,Chaohu 238000,Anhui) |
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| Abstract: | Seeking power of matrix is very important in the matrix theory,which is applied widely in engineering and other aspects.Seeking a power of general matrix is often through seeking a power of diagonal matrix.However,seeking a power of diagonal matrix is very difficult usually.Some examples are given in seeking power of general matrixes in this article. |
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| Keywords: | matrix diagonal matrix power similarity |
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