In this paper, by applying conjugate gradient method, we propose two iterative algorithms to solve the matrix equation:(1) AXB + CX T D = E , where A ∈ Rm×l, B ...
In Wang et al. (2007) , an iterative algorithm has been introduced based on a conjugate gradient (CG) method for solving the matrix equation AXB + CX T D = E.
In this paper the gradient based iterative algorithm is presented to solve the linear matrix equation AXB +CXTD = E, where X is unknown matrix, A,B,C,D,E ...
In this paper, we propose two iterative algorithms to solve the matrix equation AXB+CX^TD=E. The first algorithm is applied when the matrix equation is ...
Wei, Iterative algorithms for solving the matrix equation AXB + CXTD = E, Appl. Math. Comput. 187 (2007) 622–629. [22] T. Jiang, M. Wei, On solutions of the ...
The relaxed based iterative (RGI) algorithm is established to solve the generalized coupled complex conjugate and transpose Sylvester matrix equations.
... Iterative algorithms for solving the matrix equation AXB + CXTD = E, Appl. Math. Comput. 187 (2007) 622-629. [34] Q.W. Wang, J.H. Sun, S.Z. Li, Consistency ...
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Apr 23, 2014 · For examples, the gradient-based iterative algorithms were estab- lished for solving AX B + CXD = F, AX B + CXTD = F. [29, 30] and the ...
This paper discusses two iterative solutions for a complex matrix equation with two unknowns of the form $ {A_1}V{B_1} + {C_1}W{D_1} + {A_2}\bar{V}{B_2} + {C_2}\ ...
A matrix LSQR iterative method to solve matrix equation AXB=C. This paper ... and Wei, M., Iterative algorithms for solving the matrix equation AXB+CXTD=E.