文件名称:Numerical-Analysis
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计算数学与数值分析常用算法的Matlab实现代码，包含常用的插值、微分、积分算法代码。-Computational mathematics and numerical analysis of commonly used algorithm Matlab code, code contains the commonly used interpolation, differential, integral algorithm.
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下载文件列表
计算方法\1.3对分法\1.3 对分法（二分法）.doc
........\.........\bisec_n.m
........\.........\fun1_3.m
........\.........\t1_3.m
........\..4迭代法\1.4迭代法.doc
........\.........\fun1_4.m
........\.........\iteration.m
........\.........\t1_4.m
........\..5牛顿法\1.5牛顿法.doc
........\.........\fun.m
........\.........\Newton.m
........\.........\t1_5.m
........\..6弦截法\1.6弦截法.doc
........\..7牛顿法解方程组\1.7牛顿法解方程组.doc
........\.................\fun.m
........\.................\Newton_2.m
........\.................\t1_7.m
........\2.1线性方程组的一般解法\2.1线性方程组的一般解法.doc
........\.......................\line_solution.m
........\.......................\t2_1.m
........\..2列主元消元法\2.2列主元消元法.doc
........\...............\guass.m
........\...............\t2_2.m
........\..3直接三角分解法\2.3直接三角分解法.doc
........\.................\LU_solution.m
........\.................\standard_lu.m
........\.................\t2_31.m
........\.................\t2_32.m
........\..4对称矩阵的分解\2.4对称矩阵的分解.doc
........\.................\LDL_solution.m
........\.................\LD_L.m
........\.................\t2_41.m
........\.................\t2_42.m
........\..5简单迭代法\Jacobi.m
........\.............\simple_iter.m
........\.............\t2_51.m
........\.............\t2_52.m
........\.............\简单迭代法.doc
........\..6 Seidel迭代法\Gauss_Seidel.m
........\................\Seidel.m
........\................\Seidel迭代法.doc
........\................\t2_61.m
........\................\t2_62.m
........\3.2幂法与反幂法\3.2幂法与反幂法.doc
........\...............\pow_mothed.m
........\...............\t3_2.m
........\4.2线性插值与抛物插值\线性插值与抛物插值.doc
........\..3Lagrange插值公式\Lagrange1.m
........\...................\Lagrange2.m
........\...................\Lagrange插值公式.doc
........\...................\t4_3.m
........\..4均差插值公式\4.4均差插值公式.doc
........\...............\fun1.m
........\...............\fun2.m
........\...............\Newpoly1.m
........\...............\Newpoly2.m
........\...............\t4_41.m
........\...............\t4_42.m
........\..5差分.等距节点插值多项式\4.5差分.等距节点插值多项式.doc
........\..........................\New_bf.m
........\..........................\New_bf_Y.m
........\..........................\t4_51.m
........\..........................\t4_52.m
........\..6Hermite插值公式\4.6Hermite插值公式.doc
........\..................\Hermite.m
........\..................\Hermite_A.m
........\..................\Hermite_B.m
........\..................\t4_6.m
........\..7样条插值函数\4.7样条插值函数.doc
........\...............\spline_f.m
........\...............\t4_7.m
........\...............\tri_diag.m
........\..8最小二乘法\4.8最小二乘法.doc
........\.............\guass.m
........\.............\polyfitm.m
........\.............\t4_8.m
........\5.2Newton-Cotes数值积分公式\5.2Newton-Cotes数值积分公式.doc
........\...........................\fun.m
........\...........................\Newton_cotes.m
........\...........................\t5_2.m
........\..3复合求积公式\5.3复合求积公式.doc
........\...............\fun.m
........\...............\SimpS.m
........\...............\Simpson.m
........\...............\t5_3.m
........\...............\trapez.m
........\...............\trapezoid.m
........\..4龙贝格求积公式\5.4龙贝格求积公式.doc
........\.................\fun.m
........\.................\Ronberg.m
........\.................\t5_4.m
........\..5高斯求积公式\5.5高斯求积公式.doc
........\...............\fun.m
........\...............\Gauss_Legendre.m
........\...............\Legend.m
........\...............\t5_5.m
........\6.2欧拉折线与改进的欧拉法\Euler.m
........\.........................\Euler_mend.m
........\.........................\t6_2.m
........\.........................\欧拉折线法与改进的欧拉法.doc