A numerical method for solving nonlinear ill-posed problems

References

• Airapetyan , R. G. , Ramm , A. G. and Smirnova , A. B. 1999 . Continuous analog of Gauss-Newton method . Math. Models and Meth. in Appl. Sci. , 9 ( N3 )
   Google Scholar
• Cacuci , D. and Protopopescu , V. 1991 . “ Canonical propagators for nonlinear systems ” . In Lect. Notes in Math. , Vol. 1460 , 43 – 56 . Berlin : Springer Verlag .
   Google Scholar
• Bakushinsky , A. B. 1993 . Iterative methods for nonlinear operator equations without regularity . New approach, Dokl. Russian Acad. Sci. , 330 : 282 – 284 .
   Google Scholar
• Bakushinsky , A. B. and Goncharsky , A. V. 1989 . “ Iterative methods for solving ill-posed problems ” . Moscow : Nauka .
   Google Scholar
• Ramm , A. G. 1999 . A numerical method for some nonlinear problems . Math. Models and Meth. in Appl Sci. , 9 ( N2 )
   Google Scholar
• Vasin , V. V. and Ageev , A. L. 1995 . “ Ill-Posed Problems with a priori Information ” . In Inverse and Ill-posed Problems Series , Utrecht : VSP .
   Google Scholar