分配变量Leslie体制的特殊形式n×n矩阵(n≥4)

Ade Novia Rahma, Resi Arisanti, C. C. Marzuki, Fitri Aryani
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引用次数: 0

摘要

本文用Adjoin方法求出n×n(n≥4)特殊阶Leslie矩阵的逆。首先,注意4×4到10×10阶特殊形状的Leslie矩阵的行列式模式的形状,从而得到一般形式。其次,考虑4×4到10×10阶特殊形式的Leslie矩阵的辅因子矩阵模式的形状,从而得到一般形式。第三,在关于行列式一般形式的定理3.1和关于辅因子一般形式的理论3.2的基础上,得到了n×n阶特殊形式的Leslie矩阵逆的一般形式。
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Invers Matriks Leslie Bentuk Khusus Ordo n×n (n≥4)
This study aims to determine the inverse of the Leslie matrix of special order n × n ( n ≥ 4) using the Adjoin method. There are three steps to do. First, note the shape of the determinant pattern of the Leslie matrix of special shapes of the order 4 × 4 to 10 × 10 so that the general form is obtained. Second, consider the shape of the cofactor matrix pattern of the Leslie matrix in the special form of the order 4 × 4 to 10 × 10 so that the general form is obtained. Third, the general form of the inverse of the Leslie matrix of the special form of order n × n is obtained based on Theorem 3.1 regarding the general form of the determinant and Theorem 3.2 relating to the general form of the cofactor.
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