Numerical analysis of the literature is mainly courseware, books, attached the relevant algorithms are described to realize the environment is Mathematica.7.0

Numerical Analysis\1.1 Review of Calculus.pdf
..................\1.2 Error and Significant Digit.pdf
..................\1.3 Algorithms and Convergence.pdf
..................\2.1 Gaussian Elimination Method.pdf
..................\2.2 Pivoting Strategies.pdf
..................\2.3 Matrix Factorization.pdf
..................\2.4 Special Types of Matrices.pdf
..................\3.3 Iterative Techniques for Solving Linear Syste m.pdf
..................\3.4 Convergence Analysis and SOR Iterative Method.pdf
..................\4.1.pdf
..................\4.2 Fixed-Point Iteration.pdf
..................\4.3 Newton's Method.pdf
..................\5.1 Interpolation and the Lagrange Polynomial.pdf
..................\5.2 Newton's Interpolating Polynomial.pdf
..................\5.4 Cubic Spline Interpolation.pdf
..................\6.1 Discrete Least Squares Approximation.pdf
..................\6.3 Chebyshev Polynomials and Economization of Power Series.pdf
..................\Ch 3 Homework.pdf
..................\Ch 6 Exercise.pdf
..................\Chebyshev Polynomials (用Gram-Schmidt正交化过程产生).nb
..................\Chebyshev Polynomials (用递推公式产生).nb
..................\Euler方法.nb
..................\Fixed-Point Example 1.nb
..................\Lagrange插值公式(例1).nb
..................\Legendre Polynomials (用Gram-Schmidt正交化过程产生).nb
..................\Legendre Polynomials (用定义产生).nb
..................\Neville算法(Example 5.1.3).nb
..................\Neville算法(Example-1).nb
..................\Newton向前、向后差分型插值多项式(Example 5.2.2).nb
..................\Newton差商型插值多项式(Example 5.2.1).nb
..................\Review of Ch 3.pdf
..................\Runge 现象.nb
..................\Taylor公式.nb
..................\Thumbs.db
..................\Untitled-1.nb
..................\Untitled-2.nb
..................\不动点方法求方程的根(例-1).nb
..................\取Chebyshev节点消除Runge现象.nb
..................\四阶经典Runge-Kutta法.nb
..................\复化梯形公式，复化Simpson公式.nb
..................\拟合1.nb
..................\拟合2.nb
..................\改进的Euler方法.nb
..................\求方程根的二分法.nb
Numerical Analysis

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