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An Expression of Arbitrary Positive Integer Powers for One Type of Tridiagonal Matrices

机译:一类三对角矩阵的任意正整数表示

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In the [7] and [8] papers, J.Rimas researched the tridiagonal matrix with elements 1,0,0,...,0,1 in principal and 1,1,1,...,1,1 in neighboring diagonals, and gave its high power of expression. In this new paper, we will derive the general expression of the high power of tridiagonal matrix with elements 1,0,0,...,0,0 in principal and 1,1,1,...,1,1 in neighboring diagonals. This new paper will use the polynomial of the recurrence relation and trigonometric nature, discuss the tridiagonal matrix, calculate high-order matrix into the low-order matrix of the matrix and launch its high power of expression.
机译:在[7]和[8]论文中,J.Rimas研究了主要元素为1,0,0,...,0,1且元素为1,1,1,...,1,1的三对角矩阵。相邻的对角线,并赋予了它很高的表达力。在这篇新论文中,我们将推导三对角矩阵的高阶幂的一般表达式,其中主元素为1,0,0,...,0,0,主元素为1,1,1,...,1,1相邻的对角线。这篇新论文将利用递归关系和三角性质的多项式,讨论三对角矩阵,将高阶矩阵计算为矩阵的低阶矩阵,并启动其高表达能力。

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