On the preconditioning of the bidiagonalization technique

References

• Coneus , P. , Golub , G.H. and O'Leary , D.P. 1978 . Numerical solution of non-linear elliptic partialdifferential equations by a generalized conjugate gradient method . Computing , 19 : 321 – 329 .
   Google Scholar
• Bjorck , A. 1974 . “ Methods for linear squares problems ” . In in The Numerical Solution of Elliptic Differential Equation , Edited by: Bunch , J.R. and Rose , D. Academic Press .
   Google Scholar
• Dennis J. E. Jr. Non-linear least squares equations The State of the Art in Numerical Analysis Jacobs D. 1977
   Google Scholar
• Gill , P.E. and Murray , W.A. 1965 . Algorithms for the solution of non-linear least squares . Siam. J. Numer. Anal , 2 : 205 – 224 .
   Google Scholar
• Paige , C.C. 1974 . Bidiagonalization of matrices and solution of linear equations . Siam. J, Numer. Anal , 11 : 197 – 208 .
   Web of Science ®Google Scholar
• Stone , H.L. 1968 . Iterative solution of implicit approximation of multidimensional partial differential Equation . Siam. J. Numer. Anal , 5 : 530 – 558 .
   Web of Science ®Google Scholar
• Young , D.M. and Wheeler , M.F. 1964 . “ Alternating direction methods for solving partial difference Equation ” . In in Non-linear Problems of Engineering , Edited by: Ames , W. Academic Press .
   Google Scholar