A Theoretical and Numerical Study of Complex and Coupled Forms of Sylvester Matrix Equations using Iterative Algorithms
Ahmed Mohamed Elsayed Bayoumi;
Abstract
The use of iterative algorithms is an important area of research in numerical analysis for introducing a theoretical and numerical studies of different forms of matrix equations. Iterative algorithms for solving complex matrix equation have attracted muc
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| Title | A Theoretical and Numerical Study of Complex and Coupled Forms of Sylvester Matrix Equations using Iterative Algorithms | Other Titles | دراسة نظرية وعددية لمعادلات سيلفستر المصفوفية في صورها المركبة والمرتبطة باستخدام خوارزميات تكرارية | Authors | Ahmed Mohamed Elsayed Bayoumi | Keywords | A Theoretical and Numerical Study of Complex and Coupled Forms of Sylvester Matrix Equations using Iterative Algorithms | Issue Date | 2014 | Description | The use of iterative algorithms is an important area of research in numerical analysis for introducing a theoretical and numerical studies of different forms of matrix equations. Iterative algorithms for solving complex matrix equation have attracted muc |
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