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Super Ostrowski Homotopy Continuation Method for Solving Polynomial System of Equations

机译:求解多项式方程组的Super Ostrowski同伦连续法。

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摘要

Homotopy continuation methods (HCMs) can be used to find the solutions of polynomial equations. The advantages of HCMs over classical methods such as the Newton and bisection methods are that HCMs are able to resolve divergence and starting value problems. In this paper, we develop Super Ostrowski-HCM as a technique to overcome the starting value problem.? We compare the performance of this proposed method with Ostrowski-HCM. The results provide evidence of the superiority of Super Ostrowski-HCM.
机译:可以使用同伦连续方法(HCM)来找到多项式方程的解。 HCM相对于牛顿法和二分法等经典方法的优势在于HCM能够解决发散和起始值问题。在本文中,我们开发了Super Ostrowski-HCM作为克服起始值问题的技术。我们将这种提议的方法与Ostrowski-HCM的性能进行了比较。结果提供了Super Ostrowski-HCM优越性的证据。

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