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On the perturbation estimates of the maximal solution for the matrix equation X+ATX−1A=P by Naglaa M. El-Shazly

Published 2016-10-01

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2

$On the perturbation analysis of the maximal solution for the matrix equation X−∑i=1mAi∗X−1Ai+∑j=1nBj∗X−1Bj=I $$ X-\overset{m}{\sum \limits_{i=1}}{A}_i^{\ast}\kern0.1em {X}^{-1}\kern0.1em {A}_i+\sum \limits_{j=1}^n{B}_j^{\ast}\kern0.1em {X}^{-1}\kern0.1em {B}_j=I $$$

On the perturbation analysis of the maximal solution for the matrix equation X−∑i=1mAi∗X−1Ai+∑j=1nBj∗X−1Bj=I $$ X-\overset{m}{\sum \limits_{i=1}}{A}_i^{\ast}\kern0.1em {X}^{-1}\ker... by Mohamed A. Ramadan, Naglaa M. El–Shazly

Published 2020-01-01

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3

Investigation of the existence and uniqueness of extremal and positive definite solutions of nonlinear matrix equations by Abdel-Shakoor M Sarhan, Naglaa M El-Shazly

Published 2016-05-01

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4

Iterative algorithm for the reflexive solutions of the generalized Sylvester matrix equation by Mohamed A. Ramadan, Naglaa M. El–shazly, Basem I. Selim

Published 2019-08-01

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Article

On the perturbation estimates of the maximal solution for the matrix equation X+ATX−1A=P by Naglaa M. El-Shazly

On the perturbation analysis of the maximal solution for the matrix equation X−∑i=1mAi∗X−1Ai+∑j=1nBj∗X−1Bj=I $$ X-\overset{m}{\sum \limits_{i=1}}{A}_i^{\ast}\kern0.1em {X}^{-1}\ker... by Mohamed A. Ramadan, Naglaa M. El–Shazly

Investigation of the existence and uniqueness of extremal and positive definite solutions of nonlinear matrix equations by Abdel-Shakoor M Sarhan, Naglaa M El-Shazly

Iterative algorithm for the reflexive solutions of the generalized Sylvester matrix equation by Mohamed A. Ramadan, Naglaa M. El–shazly, Basem I. Selim

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