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Polynomial-arithmetic
- 基于VC6.0编程环境,数据结构为队列,实现多项式运算的C++源码,通过测试,绝对正确无误。-Based on VC6.0 programming environment for the queue data structure, polynomial arithmetic C++ source
Polynomial-addition
- 链表的应用: 要求:设多项式P1(x)=7x^10+8.2x^8-9.7x^5-3x+10 P2(x)=4x^12-7x^10+9x^8-3x^2+6 利用单循环链表输出上述两个多项式,并完成多项式的加法。-Chain applications: Requirements: Let the polynomial P1 (x) = 7x ^ 10+8.2x ^ 8-9.7x ^ 5-3x+10 P2 (x) = 4x ^ 12-7x ^ 10+9x ^ 8-3x ^ 2+6 outpu
Polynomial-multiplication
- 该程序能够实现数学问题中多项式之间的相乘运算-The program can achieve math problems in polynomial multiplication operation between
Polynomial-add
- 数据结构的一道经典题目,是很好的源代码。一元多项式相加,用数组实现-Data structure a classic topic, is a good source code. One yuan polynomial using arrays to achieve
Polynomial
- 多项式的加法、减法、乘法、加赋值、减赋值、乘赋值计算。-Create a class call it Polynomial. Each polynomial contains an array of terms. Each term contains a coefficient and an exponent. For example for term 5x^2. The coefficient is 5 and the exponent is 2. For constant 9, the co
the-polynomial-Editor
- 数据结构,多项式编辑器,其基本功能 1. 创建 2. 显示 3. 复制 4. 求和 5. 求差 6. 求值 7. 销毁 8. 清空 9. 修改(①插入新的结点、②删除已有结点、③修改已有结点的系数和指数) 拓展功能(选做): 10. 微分(N阶导数) 11. 不定积分 12. 定积分 13. 乘法和乘方 14. 除法 15. 最大公约式和最小公倍式 16. 多项式的四则运算(如 “(1+2*3)/4”)-Basic func
Polynomial-non-polynomial
- 多项式和非多项式曲线拟合,MATLAB的经典案例 -Polynomial and non polynomial curve fitting
Polynomial
- Polynomial基于数据结构的思想,文件比较小,可以直接运行-Polynomial based on the idea of data structures, file is relatively small and can be run directly
polynomial
- 用标准模板类list实现多项式的输入,输入,以及多项式的相加求和-To achieve polynomial using the standard template class list input, the input, and the sum of polynomial summation
polynomial-coefficient-matrix
- 一元系数多项式矩阵计算器,实现一元矩阵加减-One yuan polynomial coefficient matrix calculator, to achieve a dollar matrix subtraction
128-bit-primitive-polynomial
- c++程序,可以计算任意128以内的本原多项式-c++_algorithm of calculating less than 128 bit primitive polynomial
polynomial-addition
- 数据结构算法,用C++语言实现一元多项式相加-polynomial addition using C++
Lagrange-polynomial-interpolation
- 拉格朗日多项式插值,该算法可以既可以适用于有限节点插值,也可以适用于未知节点数插值-Lagrange polynomial interpolation, the algorithm can be applied to both the interpolation nodes is limited to be applied to the interpolation nodes unknown
polynomial
- 多项式的累加,累减,等功能。。小的程序。。十分的不错。-Additive polynomial, LeiJian, etc.. A small program
addition-of-a-one-yuan-polynomial
- 在VC6.0环境下编写的一元多项式的相加的源程序-In VC6.0 environment in preparation for adding a polynomial source
One-yuan-polynomial-multiplication
- 题目说明: 要求采用链表形式,求两个一元多项式的乘积:h3 = h1*h2。函数原型为:void multiplication( NODE * h1, NODE * h2, NODE * h3 )。 输入: 输入数据为两行,分别表示两个一元多项式。每个一元多项式以指数递增的顺序输入多项式各项的系数(整数)、指数(整数)。 例如:1+2x+x2表示为:<1,0>,<2,1>,<1,2>, 输出: 以指数递
Simple-polynomial-calculator
- 简易的多项式加减乘除计算器,可以计算两个多项式的加减乘除,及多项式在某一点处的值-Simple polynomial arithmetic calculator, you can calculate the two polynomial arithmetic, and polynomial value at a point of
Lagrange-polynomial-interpolation
- 拉格朗日多项式插值法是实际使用最广的插值法,能保证较高的差值效率和精度-Lagrange polynomial interpolation method is the most widely used interpolation method, can guarantee the high efficiency and accuracy of the difference
The-calculation-of-polynomial
- 利用链表结构完成多项式的计算,包括加减乘除-The calculation of polynomial
ihs-fusion---orthogonal-polynomial-
- ihs-正交多项式融合2、正交多项式变换法 融合-ihs fusion- orthogonal polynomial 2, orthogonal polynomial transformation method