1 |
Explicit Iterative Algorithms for Continuous Coupled Lyapunov Matrix Equations Sun HJ, Zhang Y, Liu WQ IEEE Transactions on Automatic Control, 65(8), 3631, 2020 |
2 |
Constrained two-sided coupled Sylvester-type quaternion matrix equations Wang QW, He ZH, Zhang Y Automatica, 101, 207, 2019 |
3 |
An iterative algorithm for discrete periodic Lyapunov matrix equations Wu AG, Zhang WX, Zhang Y Automatica, 87, 395, 2018 |
4 |
An SOR implicit iterative algorithm for coupled Lyapunov equations Wu AG, Sun HJ, Zhang Y Automatica, 97, 38, 2018 |
5 |
Implicit Iterative Algorithms for Continuous Markovian Jump Lyapunov Equations Wu AG, Duan GR, Liu WQ IEEE Transactions on Automatic Control, 61(10), 3183, 2016 |
6 |
Systems of coupled generalized Sylvester matrix equations Wang QW, He ZH Automatica, 50(11), 2840, 2014 |
7 |
Modeling of the photovoltaic cell circuit parameters for optimum connection model and real-time emulator with partial shadow conditions Kadri R, Andrei H, Gaubert JP, Ivanovici T, Champenois G, Andrei P Energy, 42(1), 57, 2012 |
8 |
An efficient algorithm for the solution of a coupled Sylvester equation appearing in descriptor systems Shahzad A, Jones BL, Kerrigan EC, Constantinides GA Automatica, 47(1), 244, 2011 |
9 |
Kronecker maps and Sylvester-polynomial matrix equations Wu AG, Duan GR, Xue Y IEEE Transactions on Automatic Control, 52(5), 905, 2007 |
10 |
Solution to the second-order Sylvester matrix equation MV F-2+DV F+KV = BW Duan GR, Zhou B IEEE Transactions on Automatic Control, 51(5), 805, 2006 |