Cyclic and simultaneous iterative methods to matrix equations of the form A X B = F.

This paper deals with a general type of linear matrix equation problem. It presents new iterative algorithms to solve the matrix equations of the form A X B = F. These algorithms are based on the incremental subgradient and the parallel subgradient methods. The convergence region of these algorithms are larger than other existing iterative algorithms. Finally, some experimental results are presented to show the efficiency of the proposed algorithms. [ABSTRACT FROM AUTHOR]