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On modified Newton methods with cubic convergence

Jisheng Kou - Nama Orang; Yitian Li - Nama Orang; Xiuhua Wang - Nama Orang;

Abstract.
In this paper, we present two new modified Newton methods for solving a non-linear equation, permitting f'(x) = 0 in some points. These new methods are showed to be cubically convergent. From the practical application, we show that these new methods are vast superior and possible in global convergence.

Keywords: Newton method; Third-order convergence; Non-linear equations; Root-finding; Iterative method

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Judul Seri: Applied Mathematics and Computation
No. Panggil: -
Penerbit: London : Elsevier Science Inc.., 2006
Deskripsi Fisik: Applied Mathematics and Computation 176 (2006) 123–127
Bahasa: English
ISBN/ISSN: -
Klasifikasi: -
Tipe Isi: -
Tipe Media: -
Tipe Pembawa: -
Edisi: -
Subjek: MATEMATIKA
Info Detail Spesifik: -
Pernyataan Tanggungjawab: agus

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On modified Newton methods with cubic convergence

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