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Weighted Total Least Squares, Rank Deficiency and Linear Matrix Structures
2002In this contribution we explain how the rank deficiency of a given data matrix, its linear matrix structure and its interpretation in terms of discrete-time dynamical systems, are intimately connected. This relation permits to formulate least squares dynamical system identification problems, the solution of which leads to structured total least squares.
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Neither fixed nor random: weighted least squares meta-analysis
Statistics in Medicine, 2015Hristos Doucouliagos, T D Stanley
exaly
Homotopy nonlinear weighted total least squares adjustment
Acta Geodaetica et GeophysicaChongyang Zhang +3 more
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Weighted Total Least Squares for the Visual Localization of a Planetary Rover
Photogrammetric Engineering & Remote Sensing, 2018Ma You Qing +5 more
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Sample Size Requirements of the Robust Weighted Least Squares Estimator
Methodology, 2014Morten Moshagen, Jochen Musch
exaly
Quasi-weighted least squares estimator for data reconciliation
Computers and Chemical Engineering, 2010Zhengjiang Zhang, Zhijiang Shao
exaly
Weighted least squares support vector machines: robustness and sparse approximation
Neurocomputing, 2002Joos Vandewalle +2 more
exaly
Iterative algorithm for weighted total least squares adjustment
Survey Review, 2014Mohammad Ali Sharifi, A R Amiri-Simkooei
exaly

