AbstractWe present some new results on the perturbation analysis for least squares problems with equality constraints, based on an equivalent formation of the problem and the optimal perturbation result for general least squares problems
AbstractConsider the least squares solutions to Ax = b Āx = b̄, where Ā = A + δA and b̄ = b + δb a...
AbstractLet X and Y be Banach spaces, and let T : X → Y be a bounded linear operator with closed ran...
Bounds for the variation of the Moore Penrose inverse of general matrices under multiplicative pertu...
AbstractWe present some perturbation results for least squares problems with equality constraints. R...
We present some new results on the perturbation analysis for least squares problems with equality co...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
We present some perturbation results for least squares problems with equality constraints. Relative ...
AbstractWe derive perturbation bounds for the constrained and weighted linear least squares (LS) pro...
AbstractIn this paper, some new properties of the equality constrained and weighted least squares pr...
AbstractLet X and Y be Hilbert spaces, and let T : X → Y be a bounded linear operator with closed ra...
AbstractGolub et al. (Linear Algebra Appl. 88/89 (1987) 317–327), J.Demmel (SIAM J. Numer. Anal. 24 ...
AbstractWe study the algebraic properties of the solutions of the equality-constrained least squares...
In [2] S.P. Han proposed a method for finding a least-squares solution for systems of linear inequal...
AbstractA perturbation result concerning the upper and lower bounds on relative errors of solutions ...
AbstractIt is shown how a least squares problem subject to equality constraints can be replaced by a...
AbstractConsider the least squares solutions to Ax = b Āx = b̄, where Ā = A + δA and b̄ = b + δb a...
AbstractLet X and Y be Banach spaces, and let T : X → Y be a bounded linear operator with closed ran...
Bounds for the variation of the Moore Penrose inverse of general matrices under multiplicative pertu...
AbstractWe present some perturbation results for least squares problems with equality constraints. R...
We present some new results on the perturbation analysis for least squares problems with equality co...
AbstractWe present some new results on the perturbation analysis for least squares problems with equ...
We present some perturbation results for least squares problems with equality constraints. Relative ...
AbstractWe derive perturbation bounds for the constrained and weighted linear least squares (LS) pro...
AbstractIn this paper, some new properties of the equality constrained and weighted least squares pr...
AbstractLet X and Y be Hilbert spaces, and let T : X → Y be a bounded linear operator with closed ra...
AbstractGolub et al. (Linear Algebra Appl. 88/89 (1987) 317–327), J.Demmel (SIAM J. Numer. Anal. 24 ...
AbstractWe study the algebraic properties of the solutions of the equality-constrained least squares...
In [2] S.P. Han proposed a method for finding a least-squares solution for systems of linear inequal...
AbstractA perturbation result concerning the upper and lower bounds on relative errors of solutions ...
AbstractIt is shown how a least squares problem subject to equality constraints can be replaced by a...
AbstractConsider the least squares solutions to Ax = b Āx = b̄, where Ā = A + δA and b̄ = b + δb a...
AbstractLet X and Y be Banach spaces, and let T : X → Y be a bounded linear operator with closed ran...
Bounds for the variation of the Moore Penrose inverse of general matrices under multiplicative pertu...
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