fx-3650P/SC-185程式: 數值法
1. 3點拉格朗日插值多項式(I) (Lagrange Interpolating Polynomial for 3 points I)
2. 3點拉格朗日插值多項式(II)(應用內置二次回歸功能) (Lagrange Interpolating Polynomial for 3 points II)
3. 4點拉格朗日插值多項式 (Lagrange Interpolating Polynomial for 4 points)
4. 微分函數 (Differential Function)
5. 微分計算(I) (Numerical differentiation I)
6. 微分計算(II) (Numerical differentiation II)
7. 積分函數 (Integral Function)
8. 中點法則定積分計算 (Numerical integration (Mid-point Rule))
9. 梯形法則定積分計算 (Numerical integration (Trapezoidal Rule))
10. 辛卜生(森遜)法則定積分計算 (Numerical integration (Simpson's Rule))
11.
梯形及辛卜生(森遜)法則定積分計算
(Numerical integration
(Trapezoidal and
Simpson's Rule))
12. 辛卜生第二法則定積分計算
(Numerical integration (Simpson's second Rule))
13. 保爾法則定積分計算
(Numerical integration (Boole's Rule))
14. Weddle's rule定積分計算 (Numerical integration (Weddle's
Rule))
15. Hardy's rule定積分計算 (Numerical integration (Hardy's
rule))
16. 高斯-勒讓德定積分計算 (Numerical integration (Gauss-Legendre
Quadrature)) 17. 高斯-克朗羅德定積分計算 (Numerical
integration (Gauss-kronrod Quadrature))
18.
半分法 (Bisection method)
19.正割法 (Secant method)
20.
試位法 (False Position method)
21. 正割法及試位法(Secant method and
False Position method)
22. 牛頓法 (Newton method)
23.
迭代法
(Iteration method)
24. 正割法、試位法及半分法(Secant, False
Position and Bisection method)
25. 正割法、試位法、半分法及牛頓法(Secant, False
Position, Bisection and Newton method)
26. 歐拉法微分方程計算 (Differential equations by
Euler method)
27. 改善歐拉法微分方程計算 (Differential equations by
Improved Euler method)
28. 二階阮奇庫塔法微分方程計算 (Differential equations by
second order Runge-Kutta method)
29. 四階阮奇庫塔法微分方程計算 (Differential equations by
fourth order Runge-Kutta method)
如程式有任何錯誤或問題請聯絡 David Cheuk:
kl_cheuk@yahoo.com.hk