On the perturbation of least squares problems with equality constraints

References

• Campbell , S. L. and Meyer , C. D.Jr. 1979 . Generalized Inverses of Linear Transformations , Pitman .
   Google Scholar
• Ding , J. 1990 . "The upper semicontinuity of the least squares problem" . Prog. in Systems and Control Theory , V : 458 – 467 .
   Google Scholar
• Ding , J. 1993 . "Perturbation analysis for the projection of a point to an affine . Linear Alg. Appl. , 191 : 199 – 212 .
   Google Scholar
• Ding , J. 1998 . "Perturbation results for projecting a point onto a linear . SIAM J. Matrix Anal. Appl. , 19 : 696 – 700 .
   Google Scholar
• Eldén , L. 1980 . "Perturbation theory for the least squares problem with equality . SIAM J. Numer. Anal. , 17 : 338 – 350 .
   Google Scholar
• Lawson , C. L. and Hanson , R. J. 1974 . Solving Least Squares Problems Prentice-Hall
   Google Scholar
• Wei , M. 1989 . "The perturbation of consistent least squares problems" . Linear Alg. Appl. , 112 : 231 – 245 .
   Web of Science ®Google Scholar
• Wei , M. 1990 . "On the error estimate for the projection of a point onto a linear . Linear Alg. Appl. , 133 : 53 – 75 .
   Google Scholar
• Wei , M. 1990 . "Perturbation of least squares problem" . Linear Alg. Appl. , 141 : 177 – 182 .
   Google Scholar
• Wei , M. 1992 . "Algebraic properties of rank-deficient equality-constrained and . Linear Alg. AppL. , 161 : 27 – 43 .
   Google Scholar
• Wei , M. 1992 . "Perturbation theory for the rank-deficient equality constrained . SIAM J. Numer. Anal. , 29 : 1462 – 1481 .
   Google Scholar