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求解方程
- Basic theory: 1. # of roots = highest power 2. All rational roots will be factors of k / factors of a in the general equation of ax^n + bx^(n-1) + ... + cx + k 3. Quadratic formula can solve for irrational / imaginary roots (i dont know cubic /
quartic-equations-solver
- 一元四次方程解法，采用经典降次解法，很实用-quartic equations solver
yiyuansici
- 一元四次方程的解法，看到后觉得很好，封装成为了结构体 ，你一定会有用的。-One yuan quartic equation of the solution, see, I felt good, wrapping it in a structure, you must be used.
quartic-equation-root
- 求一元四次方程的根，所用方法为二分法，系统内存占用较少-Find the root of a quartic equation, the method used for the dichotomy, less system memory footprint
formular
- 解一元四次方程C++程序，使用谢国芳方法，自己写的复数类-Solution of a quartic equation C++ program, use Xie Guofang method, write their own complex class
qtt000
- 求解一元四次方程Solving a quartic equation采用vc开发平台-Solving a quartic equation
quartic-equation-solver
- 本例程解决了一元四次方程求解的问题，方法是先将一元四次方程降解成一元三次方程，再求解。-This example show how to solve the quartic equation.
Solveequation-16.10.15
- 使用 VC++ 编写一元四次方程求解的核心代码，生成动态库、静态库、COM组件、.NET组件，然后使用 vb、vc、c#、excel、html 调用。-Use VC++ prepare a quartic equation for solving the core code, build a dynamic library, static libraries, COM components, .NET assembly, and then use vb, vc, c#, excel, html