Globally convergent techniques in nonlinear

@inproceedings{Newton1989GloballyCT,
  title={Globally convergent techniques in nonlinear},
  author={- Newton and KrylovalgorithmsPeter and Nander Brown},
  year={1989}
}
This paper presents some convergence theory for nonlinear Krylov subspace methods. The basic idea of these methods, which have been described by the authors in an earlier paper, is to use variants of Newton's iteration in conjunction with a Krylov subspace method for solving the Jacobian linear systems. These methods are variants of inexact Newton methods where the approximate Newton direction is taken from a subspace of small dimension. The main focus of this paper is to analyze these methods… CONTINUE READING

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