A family of chebyshev-halley type methods

@inproceedings{Hernandez1993AFO,
  title={A family of chebyshev-halley type methods},
  author={Mario A. Hernandez and M. A. Salanova},
  year={1993}
}
The aim of this paper is to find, for each nonlinear equation f (x) = 0, a Chebyshev-Halley type iterative process in the form x n = F(x n-1), with at least cubical convergence, to solve this equation. Moreover, from this study we obtain new global convergence Theorems for Halley and Chebyschev methods. 

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