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Matrix Bernoulli equations. II
Russian Mathematics, 2008In this paper, we find sufficient conditions for the solvability by quadratures of J. Bernoulli's equation defined over the set M2 of square matrices of order 2. We consider the cases when such equations are stated in terms of bases of a two-dimensional abelian algebra and a three- dimensional solvable Lie algebra over M2.
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Solving complex Sylvester matrix equation by accelerated double-step scale splitting (ADSS) method
Engineering computations, 2019M. Dehghan, Akbar Shirilord
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The double-step scale splitting method for solving complex Sylvester matrix equation
Computational and Applied Mathematics, 2019M. Dehghan, Akbar Shirilord
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Cramer’s Rules for Sylvester Quaternion Matrix Equation and Its Special Cases
Advances in Applied Clifford Algebras, 2018Ivan Kyrchei
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Solving the Yang–Baxter-like matrix equation for nilpotent matrices of index three
International Journal of Computational Mathematics, 2018D. Zhou, Jiu Ding
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On Hermitian Solutions of the Split Quaternion Matrix Equation $$AXB+CXD=E$$AXB+CXD=E
, 2017Shifang Yuan +3 more
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