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• Zhang, H., Yin H., (2017), New proof of the gradient-based iterative algorithm for the Sylvester conjugate matrix equation, Computers and Mathematics with Applications, 74, pp. 3260-3270.
• Ke, Y., Ma, C., (2017), The alternating direction methods for solving the Sylvester-type matrix equation AXB + CXTD = E, J. of Comput. Math., 35(5), pp. 620-641.
• Larin, V.B., (2014), Algorithms for Solving a Unilateral Quadratic Matrix Equation and the Model Updating Problem, Int. Appl. Mech., 50 (3), pp. 321-334.
• Boyd, S., Ghaoui, L.E., Feron, E., Balakrishnan, V., (1994), Linear Matrix Inequalities in System and Control Theory, Philadelphia: SIAM.
• Gahinet, P., Nemirovski, A., Laub, A.J., Chilali, M., (1995), LMI control toolbox users guide, The MathWorks Inc.
• Aliev, F.A., Larin, V.B., (2017), A note about the solution of matrix Sylvestr equation, TWMS Journal of Pure and Applied Mathematics, 8(2), pp. 251-255.
• Aliev, F.A., Larin, V.B., (2017), On the construction of general solution of the generalized Sylvester equation, TWMS J. App. Eng. Math., 7, pp. 1-6.
• Aliev, F.A., Larin, V.B., Velieva, N.I., Gasimova, K.G., (2017), On periodic solution of generalize Sylvester matrix equation, Appl. Comput. Math., 16(1), pp. 78-84.
• Pourgholi, R., Esfahan, A., Houlari, T., et al. (2017), An application of Sink-Galerkin method for solving the Tszou equation, Appl.Comput.Math., 16(3), pp. 240-256.
• Aliev F.A., Larin V.B., On the solving of matrix equation of Sylvester type, Computational Methods For Differential Equations, 7(1), (2019), pp. 96-104.
• Aliev F.A., Larin, V.B., (2009), About use of the Bass relations for solution of matrix equations, Appl. Comput. Math., 8(2), pp. 152-162.
• Fikret A. Aliev, for a photograph and biography, see TWMS J. App. and Eng. Math., V.7, N.1, 2017, p.1.
• Vladimir B. Larin, for a photograph and biography, see TWMS J. App. and Eng. Math., V.7, N.1, , p.1.