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- W2040484754 abstract "The application of systolic arrays to linear, discrete ill-posed problems is considered. The regularization method of Tikhonov-Phillips is used, and a new systolic array is proposed for the case when the matrix is banded. The array implements a QR-decomposition by plane rotations, and it consists of approximately ${{k^2 } / 2}$ processor elements, where k is the bandwidth of the matrix. The computation time for the QR-decomposition is $O(n)$ (n is the dimension of the problem). A generalization of the array is also mentioned. The reduction to banded form is briefly discussed." @default.
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- W2040484754 title "An Application of Systolic Arrays to Linear Discrete Ill-Posed Problems" @default.
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- W2040484754 doi "https://doi.org/10.1137/0907060" @default.
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