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| 목차 |
부제 : 확장된 고정점이론을 이용한 비선형시스템의 근을 구하는 방법
Abstract
1. Introduction
2. Problems Involved in CFPT
3. Extended Contractive Iteration Method (ECIM)
4. Numerical Simulations
5. Conclusions
References
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| 영문초록 |
| In this paper, a new numerical method of finding the roots of a nonlinear system is proposed, which extends the conventional fixed point iterative method by relaxing the constraints on it. The proposed method determines the real valued roots and expands the convergence region by relaxing the constraints on the conventional fixed point iterative method, which transforms the diverging root searching iterations into the converging iterations by employing the metric induced by the geometrical characteristics of a polynomial. A metric is set to measure the distance between a point of a real-valued function and its corresponding image point of its inverse function. The proposed scheme provides the convenience in finding not only the real roots of polynomials but also the roots of the nonlinear systems in the various application areas of science and engineering. |
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| 도움말 |
| 본 논문은 참고용 논문으로 수정 및 텍스트 복사가 되지 않습니다. |
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| 저작권 정보 |
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| 본 학술논문은 ㈜누리미디어와 각 학회간에 저작권 계약이 체결된 것으로 HAPPY학술이 제공하고 있습니다. 본 저작물을 불법적으로 이용시는 법적인 제재가 가해질 수 있습니다. |
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분야
3407741 
