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An efficiently implementable Gauss-Newton-like method for solving singular nonlinear equations - MaRDI portal

An efficiently implementable Gauss-Newton-like method for solving singular nonlinear equations (Q1114339)

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scientific article; zbMATH DE number 4082849
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An efficiently implementable Gauss-Newton-like method for solving singular nonlinear equations
scientific article; zbMATH DE number 4082849

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    An efficiently implementable Gauss-Newton-like method for solving singular nonlinear equations (English)
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    1989
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    A Gauss-Newton-like method for solving singular nonlinear equations is given. The convergence is quadratic. The algorithm requires second derivative information in the form F''ab only.
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    Gauss-Newton method
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    quadratic convergence
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    singular nonlinear equations
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