搜索资源列表
duoxiangshi
- Status InitPolyn(polyn P) {/*建立一个空的一元多项式的链表*/ P=(polyn)malloc(sizeof(LNode)) if(P==NULL) exit (OVERFLOW) P->data.coef=0 P->data.expn=-1 P->next=NULL return OK }/*InitPolyn*/-Status In
polyn
- 多项式相加减 求导-Polynomials modified derivative
polyn
- 多项式相加减 求导-Polynomials modified derivative
polyn
- 多项式运算器。用抽象数据类型实现，可进行多项式的加减乘等运算。-Polynomial calculator. T realized by the Abstract Data Types. can be carried out by addition and subtraction of polynomials, such as computing.
polyn
- 实现了多项式的相加功能，用结构体实现，软件技术基础的作业-Realize the sum of polynomial functions, with the structure to achieve, software technology-based operations
polyn
- 实现两个多项式相加,代码简洁，并且在具体的操作中给予提示！-This program can add two polyns together! The code is very short and solve the problem perfectly!The specific step is pointed out in !
polyn
- C语言中用链表实现两个多项式的相加，相减，相乘，并要求从文件中读出数据和将操作后的数据写入文件中，运用到文件的相关知识。
Polyn
- 本程序实现了对多项式的各种操作。经过编译连接可直接使用-This procedure implements the various operations on polynomials. Compiled connection can be used directly
polyn
- 一元多项式求和，可以实现一元多项式的插入、删除、有序插入和相加-failed to translate
verify_crc
- Verifcation module for CRC with polyn = "10010111" -Verifcation module for CRC with polyn = "10010111"
Polyn
- 关键词：多项式加减乘除 积分 微分 c语言 大作业 这是我替别人做的一个多项式运算的大作业，c语言，原创-Keywords: polynomial addition, subtraction integral derivative c language job is a big job of a polynomial operations I do for other people, c language, originality
polyn
- 一个多项式计算器，能计算多项式的值，对多项式求和差积商余，积分微分，等小功能，是中科大顾为滨老师的作业题，界面友好，容错性好-A polynomial calculator can calculate the value of the polynomial USTC Gu Bin teacher job title, the polynomial summation poor plot I, integral-derivative, a
polyn
- 用链表实现的一元多项式的加、减、乘、除、求值、求导、定积分-Achieve with a polynomial of addition, subtraction, multiplication, division, evaluation, derivation, definite integrals
polyn
- 一元多项式的简单运算，实现了加减乘除以及微分操作-A polynomial of simple arithmetic, addition, subtraction and realized derivative action
polyn-node
- 基于链表的多项式乘法的计算，属于数据结构课程内容。-polyn node
Polyn
- 基于线性表的典型应用----实现多项式的加、减、乘运算的实现(The typical application based on linear list is to realize the addition, subtraction and multiplication operation of polynomials.)