E-viri
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Zhou Fuzhao; Guo Jing; Huang Ya
2009 Fifth International Conference on Natural Computation, 2009-Aug., Letnik: 6Conference Proceeding
The orthogonal projection iteration for the solutions of a class of constrained matrix equation and the related optimal approximation problem is considered. The iteration method for the symmetric ortho-anti-symmetric solution of the matrix equation AX = B is constructed. The convergence of the method is proved and the estimation of the convergence rate is given. The method converges to its least-norm solution when the equation is consistent. Make slight changes of this iteration method, the related optimal approximation solution can also be obtained.
