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- W2386521626 abstract "It is usually required that the design matrix is column full rank in applying recursive weighted least squares algorithm. Applying the limit theory, theoretical proof and analysis for the algorithm were given in the case that the rank of column of design matrix is non-full, and that after the arbitrary n-th step, the estimator of unknown parameter converges to the solution of the minimum norm weighted least squares was obtained. In addition, the solution is unique and decided by the preceding n groups of sample. Furthermore, the simulations prove the validity of this conclusion." @default.
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- W2386521626 date "2009-01-01" @default.
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- W2386521626 title "Research of Recursive Weighted Least Squares Algorithm" @default.
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