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线性方程组求解与方程组性态讨论
- 线性方程组求解与方程组性态讨论(实验报告)三次样条插值问题,数值积分,微分方程数值解,线性方程组的迭代解法,非线性方程的迭代解法-solving linear equations and the equations behavior discussion (Experiment), cubic spline interpolation, numerical integration, the numerical solution of differential equations, linear
matlab3
- matlab样条工具箱介绍包括： 三次插值样条函数 PP形式的样条函数的构造及操作 B形式样条函数的构造和应用 其他函数 举例
ThreeInOne
- 插值演示，牛顿插值，拉格浪日插值，三次样条插值-interpolation demonstration of Newton's interpolation, the waves of Rugby Day interpolation, cubic spline interpolation
JTabbedPane2
- 初学JAVA，求给2D绘制曲线的源代码，要三次样条的
threeTimes
- 数值算法,三次样条算法源码,动态演示过程,JAVA源码
cubicsplineinterpolation1
- 实现离散数据的三次样条插值的java语言实现-Realize discrete data of the cubic spline interpolation of the java language
Lagrangian
- 通过上机实现拉格朗日、牛顿和三次自然样条三种插值算法，了解并掌握拉格朗日、牛顿和三次自然样条三种插值算法的内涵。通过动态演示曲线生成全过程，分析并比较三种插值算法的优缺点，深刻理解这些算法。-Lagrange, Newton-on and three natural spline the three interpolation algorithm, to understand and grasp the meaning of Lagrange, Newton, and three natural
java-source
- 内附三次样条插值、拉格朗日插值、积分、傅里叶变换、定态薛定谔方程求解程序,各程序有详细的说明-Included cubic spline interpolation, Lagrange interpolation, integration, Fourier transform, Schrodinger equation solver, a detailed descr iption of each program
Cubic-Spline-Interpolation
- 三次样条插值算法的原理三次样条插值鉴于高次插值不收敛又不稳定的特点。-Three times spline interpolation algorithm of the principle of the three spline interpolation in view of the high order interpolation is not convergence and instability.
Finalwork
- 结合java图形界面编程实现了计算方法中的相关的算法，包含：雅可比迭代 高斯-塞德尔迭代 拉格朗日插值 主元素高斯消去 高斯-约当消去 牛顿插值 不含列主元高斯约当法 二次多项式拟合 一次多项式拟合 二分法 牛顿迭代 三次样条插值 三对角的追赶法-Combined with java GUI programming calculation method of the related algorithms, comprising: Jacobi iteration Gauss- Seidel it
利用java语言对三次样条曲线的实现
- 利用java语言对三次样条曲线的实现.pdf(The implementation of the three spline curve by java language.Pdf)
三次样条曲线算法的改进及Java语言实现
- 三次样条曲线算法的改进及Java语言实现.zip(Improvement of the three spline curve algorithm and the realization of.Zip in Java language)