AbstractWe derive perturbation bounds for the constrained and weighted linear least squares (LS) problems. Both the full rank and rank-deficient cases are considered. The analysis generalizes some results of earlier works
AbstractPerturbation bounds of subspaces, such as eigen-spaces, singular subspaces, and canonical su...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
AbstractWe study the algebraic properties of the solutions of the equality-constrained least squares...
AbstractWe derive perturbation bounds for the constrained and weighted linear least squares (LS) pro...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
We present some new results on the perturbation analysis for least squares problems with equality co...
We present some new results on the perturbation analysis for least squares problems with equality co...
We present some new results on the perturbation analysis for least squares problems with equality co...
This paper aims to investigate some theoretical characteristics of the solu-tion of constrained and ...
We present some perturbation results for least squares problems with equality constraints. Relative ...
We present some perturbation results for least squares problems with equality constraints. Relative ...
AbstractConsider the least squares solutions to Ax = b Āx = b̄, where Ā = A + δA and b̄ = b + δb a...
. Recently, Higham and Wald'en, Karlson, and Sun have provided formulas for computing the best ...
This is an extension of the work in SAND--80-0655 to the weighted linear least squares problem. Give...
AbstractWe present some perturbation results for least squares problems with equality constraints. R...
AbstractPerturbation bounds of subspaces, such as eigen-spaces, singular subspaces, and canonical su...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
AbstractWe study the algebraic properties of the solutions of the equality-constrained least squares...
AbstractWe derive perturbation bounds for the constrained and weighted linear least squares (LS) pro...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
We present some new results on the perturbation analysis for least squares problems with equality co...
We present some new results on the perturbation analysis for least squares problems with equality co...
We present some new results on the perturbation analysis for least squares problems with equality co...
This paper aims to investigate some theoretical characteristics of the solu-tion of constrained and ...
We present some perturbation results for least squares problems with equality constraints. Relative ...
We present some perturbation results for least squares problems with equality constraints. Relative ...
AbstractConsider the least squares solutions to Ax = b Āx = b̄, where Ā = A + δA and b̄ = b + δb a...
. Recently, Higham and Wald'en, Karlson, and Sun have provided formulas for computing the best ...
This is an extension of the work in SAND--80-0655 to the weighted linear least squares problem. Give...
AbstractWe present some perturbation results for least squares problems with equality constraints. R...
AbstractPerturbation bounds of subspaces, such as eigen-spaces, singular subspaces, and canonical su...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
AbstractWe study the algebraic properties of the solutions of the equality-constrained least squares...
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