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Efficient hybrid algorithms for finding zeros of convex functions - MaRDI portal

Efficient hybrid algorithms for finding zeros of convex functions (Q1333238)

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scientific article; zbMATH DE number 638537
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Efficient hybrid algorithms for finding zeros of convex functions
scientific article; zbMATH DE number 638537

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    Efficient hybrid algorithms for finding zeros of convex functions (English)
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    13 September 1994
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    Two hybrid algorithms for finding an \(\varepsilon\)-approximation of a root of a convex function are considered. The first algorithm combines a binary search procedure with Newton's method. The second algorithm combines a binary search with the secant method in a similar fashion.
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    hybrid algorithms
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    convex function
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    binary search procedure
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    Newton's method
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    secant method
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