Finite Algorithm for the Generalized Periodic Sylvester Matrix Equation
A biconjugate residual(BCR)algorithm is proposed to solve the generalized periodic Sylvester matrix equation.In theory,it is proven that this method has finite step convergence without considering rounding errors;In terms of experiments,the efficiency of this method is verified by comparing numerical results.
the biconjugate residual algorithmthe generalized periodic Sylvester matrix equationsfinite termination
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