Convergence of Stirling's Method in Banach Spaces.
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WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER
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A general class of iteration processes including Stirlings method is studied, and local and semi-local theorems are proved which show the quadratic convergence of Stirlings method under the assumptions of uniform boundedness and Lipschitz continuity of the Frechet derivative F of the operator F. Comparisons between Stirlings and Newtons methods are given. Author
- Theoretical Mathematics