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Numerical algorithm for solving quadratic matrix equations of a certain class

机译:求解一类二次矩阵方程的数值算法

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A relationship is found between the solutions to the quadratic matrix equation X (T) DX + AX + X (T) B + C = 0, where all the matrix coefficients are n x n matrices, and the neutral subspaces of the 2n x 2n matrix . This relationship is used to design an algorithm for solving matrix equations of the indicated type. Numerical results obtained with the help of the proposed algorithm are presented.
机译:在所有矩阵系数均为n x n矩阵的二次矩阵方程X(T)DX + AX + X(T)B + C = 0的解与2n x 2n矩阵的中性子空间之间找到关系。该关系用于设计用于求解指定类型的矩阵方程的算法。给出了借助于所提出的算法获得的数值结果。

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