A global convergent derivative-free method for solving a system of non-linear equations (Q2408152)
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| Language | Label | Description | Also known as |
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| English | A global convergent derivative-free method for solving a system of non-linear equations |
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A global convergent derivative-free method for solving a system of non-linear equations (English)
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10 October 2017
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A global convergent derivative-free method, which is capable to calculate all zeros of a system of nonlinear equations to an arbitrary precision is given. The main drawbacks from Newtons' method likewise are a noninvertible Jacobian in a zero of \(F\), the starting point dependence and the non-controllability, which zeros are just calculated and other mentioned aspects in the introduction of paper, do not matter in the presented method.
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system of nonlinear equations
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calculation of zeros
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derivative-free method
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Newtons' method
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