Xiaofeng Wang
Abstract
Two variants of Newton's Iteration method are given.The orders of convergence of the variant methods are three.In the end,numerical tests show that the variant methods have some more advantages than the other known Newton's Iteration methods with thirdorder convergence.
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Two variants of Newton's Iteration method are given.The orders of convergence of the variant methods are three.In the end,numerical tests show that the variant methods have some more advantages than the other known Newton's Iteration methods with thirdorder convergence.
Key concepts: Convergence (economics), Newton's method, Applied mathematics, Mathematics, Steffensen's method, Newton's method in optimization, Local convergence, Power iteration