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GENERALISASI RATA-RATA PANGKAT METODE NEWTON
Amrullah, Haikal
;
Aziskhan
(
2016-02-04
)
METODE ITERASI BARU BERTIPE SECANT DENGAN KEKONVERGENAN SUPER-LINEAR
Rino Martino
(
2016-02-04
)
METODE ITERASI KELUARGA CHEBYSHEV-HALLEY UNTUK MENYELESAIKAN PERSAMAAN NONLINEAR
Purnama, Yuli Syafti
(
2016-04-27
)
METODE ITERASI BERORDE KONVERGENSI EMPAT BERDASARKAN PECAHAN KONTINU THIELE
Situmorang, Lusi Kristina
(
2016-04-27
)
TEKNIK ITERASI VARIASIONAL DAN BERBAGAI METODE UNTUK PENDEKATAN SOLUSI PERSAMAAN NONLINEAR
Cahyati, Yeni
;
Agusni
(
2016-04-26
)
KELUARGA BARU METODE ITERASI BERORDE LIMA UNTUK MENENTUKAN AKAR SEDERHANA PERSAMAAN NONLINEAR
Kurniawan, Rio
(
2016-05-23
)
VARIAN METODE HALLEY BEBAS TURUNAN KEDUA DENGAN ORDE KEKONVERGENAN ENAM
Mariana, Siti
(
2016-04-26
)
BEBERAPA METODE ITERASI ORDE TIGA DAN ORDE EMPAT UNTUK MENYELESAIKAN PERSAMAAN NONLINEAR
Sulastri, Neli
(
2016-02-04
)
METODE NEWTON BISECTRIX UNTUK MENYELESAIKAN PERSAMAAN NONLINEAR
Daimah
(
2016-04-27
)
METODE NEWTON BISECTRIX UNTUK MENYELESAIKAN PERSAMAAN NONLINEAR
Daimah
(
2016-04-27
)
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Author
Daimah (2)
Agusni (1)
Amrullah, Haikal (1)
Aziskhan (1)
Cahyati, Yeni (1)
Kurniawan, Rio (1)
Mariana, Siti (1)
Purnama, Yuli Syafti (1)
Rino Martino (1)
Situmorang, Lusi Kristina (1)
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Subject
order of convergence (10)
iterative method (5)
Newton method (2)
Newton’s method (2)
nonlinear equation (2)
A family of secant-like method with a parameter to solve a nonlinear equation is discussed in this article. This method has super-linear convergence, (1 + p 5)=2. Furthermore, the numerical computation shows that the choice of the parameter can affect the number of iteration needed to solve a nonlinear equation. (1)
Bisectrix Newton Method (1)
Bisectrix Newton’s method (1)
Bisectrix Newton’s method, (1)
Chebyshev-Halley method (1)
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Date Issued
2016 (10)