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CONVERGENCE OF BPSD METHOD FOR T(q.r)MATRIX
Hu Jia gan
CHINESE JOURNAL OF COMPUTATIONAL PHYSICS    1992, 9 (S1): 495-497.  
Abstract243)      PDF (224KB)(924)      
In this paper, we obtain a necessary and sufficient condition, when the coefficient matrix A of the equation Ax=f considered is an T(1, 1) matrix,a sufficient condition, when A is an T(1, 2) or T(2, 1) matrix for the convergence of BPSD method.we also obtain the optimum parameters and the optimum rate of convergence of BPSD method, when A is an T(1, 1) matrix and a necessary and sufficient condition, when A is postive definite and we point out that the necessary and sufficient condition in [1] and [9] is only sufficient. The derivation is simple and interesting. Our method can also be used to prove the convergence of some other iterative methods.
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