Piecewise Linear interpolation Piecewise Cubic Hermite Interpolation Cubic splines

Numerical Integration The Newton-Cotes Rules Composite Rules Adaptive Quadrature Special Topics Shared Memory Adaptive Quadrature

Chapter 6 Linear systems Triangular Problems Banded Problems Full Problems Analysis

Finding Roots Minimizing a function of one variable Minimizing multivariate functions Solving systems of nonlinear equations

The vandermonde Approach The Newton Approach Properties Special Topics

Basic concepts The Runge-Kutta Methods The Adams Methods

Chapter I power tools of the trade Vectors and Plotting More vectors, more plotting and new Matrices Building Exploratory Environments Errror Designing Functions

《Matlab入门教程》教学资源：学习参考资料

一、模糊逻辑控制器的基本结构 二、模糊控制系统的设计 三、PID 控制器模糊增益调节 四、模糊系统的稳定性分析 五、利用MATLAB设计模糊控制器

前言 Newton 和 Leibnitz 创立的微积分学是 很多科学科学的基础，本课程将借助 MATLAB 语言的符号运算工具箱可以直 接对微积分学中最常见的问题，如单变 量与多变量微积分、极限、级数求和、 Taylor幂级数展开、Fourier 级数展开等 问题直接求解