| Tahun 2018
|
- |
A third order Runge-Kutta method based on a convex combination of Lehmer means |
Journal of Mathematical and Computational Science 8 (7), 673-682 |
2 |
 |
- |
Arithmetic mean derivative based midpoint rule |
Applied Mathematical Sciences 12 (13), 625-633 |
0 |
|
- |
A Three-Step Iterative Method to Solve A Nonlinear Equation via an Undetermined Coefficient Method |
Global Journal of Pure and Applied Mathematics 14 (11), 1425-1435 |
0 |
|
| Tahun 2017
|
S5 |
Solving Initial Value Problems with Mendeleev’s Quadrature |
Journal of Mathematical Extension 11, 75-84 |
0 |
|
- |
Another Sixth-Order Iterative Method Free from Derivative for Solving Multiple Roots of a Nonlinear Equation |
Applied Mathematical Sciences 11 (43), 2121-2129 |
0 |
|
- |
Combination of Newton-Halley-Chebyshev Iterative Methods Without Second Derivatives |
International Journal of Theoretical and Applied Mathematics 3 (3), 106-109 |
1 |
|
- |
Variants of Chebyshev Method with Ninth-Order Convergence for Solving Nonlinear Equations |
Global Journal of Pure and Applied Mathematics 13 (10), 7331–7338 |
3 |
|
- |
Variants of Chebyshev’s Method with Eighth-Order Convergence for Solving Nonlinear Equations |
Applied and Computational Mathematics 5 (6), 247-251 |
3 |
|
| Tahun 2016
|
Journal
Scopus Q4 |
A new family of Secant-like method with super-linear convergence |
International Journal of Pure and Applied Mathematics |
1 |
|
- |
A SIX-ORDER DERIVATIVE-FREE ITERATIVE METHOD FOR SOLVING NONLINEAR EQUATIONS |
Bulletin of Mathematics 8 (1), 1-8 |
1 |
|
- |
A weighted fourth order Runge-Kutta method based on contra-harmonic mean |
J. Math. Comput. Sci. 6 (6), 989-1001 |
0 |
|
- |
DERIVATIVE-FREE TWO STEP ITERATIVE METHOD USING CENTRAL DIFFERENCE |
Bulletin of Mathematics 8 (01), 9-17 |
0 |
|
Journal
Scopus Q- |
Composite Mendeleev’s quadratures for solving a linear Fredholm integral equation of the second ki |
Global Journal of Pure and Applied Mathematics |
0 |
|
- |
Composite Mendeleev’s Quadratures for Solvinga Linear Fredholm Integral Equation of The Second Kind |
Global Journal of Pure andApplied Mathematics 12 (4), 3493–3498 |
0 |
|
| Tahun 2014
|
Journal
Scopus Q3 |
A three-step derivative free iterative method for solving a nonlinear equation |
Applied Mathematical Sciences |
0 |
|
Journal
Scopus Q3 |
A two-step iterative method free from derivative for solving nonlinear equations |
Applied Mathematical Sciences |
0 |
|
Journal
Scopus Q3 |
An iterative method of order four based on power series for solving a nonlinear equation |
Applied Mathematical Sciences |
0 |
|
- |
A MODIFICATION OF UJEVIC METHOD FREE FROM DERIVATIVE |
|
0 |
|
- |
A Sixth-Order Iterative Method Free from Derivative for Solving Multiple Roots of a Nonlinear Equation |
Applied Mathematical Sciences 8 (115), 5721 - 5730 |
0 |
|
- |
A Third Runge Kutta method based on a linear combination of arithmetic mean, harmonic mean and geometric mean |
Applied and Computational Mathematics 3 (5), 231-234 |
6 |
|
- |
THIRD ORDER DERIVATIVE FREE ITERATIVE METHOD |
|
0 |
|
- |
BEBERAPA METODE ITERASI DENGAN TURUNAN KETIGA UNTUK MENYELESAIKAN PERSAMAAN NONLINEAR BESERTA DINAMIKNYA |
Edu Research 3 (1), 21-30 |
0 |
|
| Tahun 2012
|
- |
A THIRD ORDER OF MODIFIED NEWTON’S METHOD |
Jurnal Sains MIPA Universitas Lampung 6 (1) |
1 |
|
- |
TWO STEP METHOD WITHOUT EMPLOYING DERIVATIVES FOR SOLVING A NONLINEAR EQUATION |
Bulletin of Mathematics 4 (01), 59-65 |
2 |
|
| Tahun 2005
|
- |
Bangun Datar Tidak Selalu Mudah: Segitiga |
Makalah SEMIRATA BKS PTN Wilayah Barat, Universitas Jambi, Jambi, Tanggal, 17-19 |
1 |
|
| Tahun 2001
|
- |
Numerical analysis of a coupled pair of Cahn-Hilliard equations |
Durham University |
3 |
|
| Unknown
|
- |
Segiempat dalam Segiempat |
|
0 |
|
