4．1 非线性方程与方程组类设计

4．2 求非线性方程实根的对分法

4．3 求非线性方程一个实根的牛顿法

4．4 求非线性方程一个实根的埃特金迭代法

4．5 求非线性方程一个实根的连分式解法

4．6 求实系数代数方程全部根的QR方法

4．7 求实系数代数方程全部根的牛顿-下山法

4．8 求复系数代数方程全部根的牛顿-下山法

4．9 求非线性方程组一组实根的梯度法

4．10 求非线性方程组一组实根的拟牛顿法

4．11 求非线性方程组最小二乘解的广义逆法

4．12 求非线性方程一个实根的蒙特卡洛法

4．13 求实函数或复函数方程的一个复根的蒙特卡洛法

4．14 求非线性方程组一组实根的蒙特卡洛法 -4.1 nonlinear equation and the equation set class designs 4.2 to ask the nonlinear equation real roots the binary search method 4.3 to ask nonlinear equation real roots the Newton law 4.4 to ask nonlinear equation real roots the Etkin repetitive process 4.5 to ask nonlinear equation real roots the continued fraction solution 4.6 to strive for realism the coefficient algebraic equation complete root QR method 4.7 to strive for realism coefficient algebraic equation complete root Newton- to descend the mountain Newton who law 4.8 ask the duplicate coefficient algebraic equation complete root- to descend the mountain law 4.9 to ask nonlinear simultaneous equation group of real roots the gradient method 4.10 to ask nonlinear simultaneous equation group of real roots to plan the Newton law 4.11 to ask the nonlinear simultaneous equation to be smallest two rides the solution generalized counter method 4.12 to ask nonlinear equation real rootsThe Monte-Carlo law 4.13 strive for realism the fu