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Description: 有序线性表的元素是按值从大到小顺序排列的。本题要求用带表头节点的单链表实现有序线性表用户界面要求设计为菜单方式。程序运行后，显示如下功能菜单；
1 置表空
2插入
3删除
4查找
5输入
0退出
用户没键入一个选择数字，程序就执行相应的功能并再次显示菜单，直至末次用户选择了“0”退出为止
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Size: 4620 |
Author: 735338750@qq.com |
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Description: 输入一组整型元素序列，建立顺序表。
(2)．实现该顺序表的遍历。
(3)．在该顺序表中顺序查找某一元素,查找成功返回1,否则返回0。
(4)．判断该顺序表中元素是否对称,对称返回1,否则返回0。
(5)．实现把该表中所有奇数排在偶数之前,即表的前面为奇数,后面为偶数。
(6)．输入整型元素序列利用有序表插入算法建立一个有序表。
(7)．利用算法6建立两个非递减有序表并把它们合并成一个非递减有序表。
(8)．编写一个主函数,调试上述算法。
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Size: 4465 |
Author: tianyisha |
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Description: 输入表免杀技术总结
Platform: |
Size: 804431 |
Author: dxdbcg@gmail.com |
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Description: 循环链表实现约瑟夫环，并对输入错误进行检查和提示。-cycle Chain achieve Josephus, and input error check and tips.
Platform: |
Size: 1024 |
Author: 路荣 |
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Description: 用户输入用户周围较熟悉的30个人的姓名，用汉语拼音的形式，并且人名的长度均不超过19个字符。显示哈希表中的信息时，按照哈希表的长度，从下标1开始一直到哈希表的长度逐个显示希表中节点的信息，包括下标，即地址，学生姓名，学生姓名所对应键值的大小和查找所需要的长度；显示查找哈希表中的信息时，显示每次查找到的下标所对应的所有信息，即下标，即地址，学生姓名，学生姓名所对应键值的大小和查找所需要的长度。-user input users around the more familiar names of the 30 individuals with Chinese pinyin form, and not the length of the names of more than 19 characters. Hash tables show the information, in accordance with the length of Hash Table, an index from the beginning of the hash table shows the length of the Greek table-by-node information, including index, address, name, the names of students corresponding to the size and the pair find the required length; Hash show you the table the information shows that every search of the corresponding index of all the information that is indexed, address, name, the names of students corresponding to the size and the pair find the required length.
Platform: |
Size: 1024 |
Author: 刘一 |
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Description: 本程序主要完成对外界输入的电流/电压进行AD转换并显示的功能-the procedures for the major external input current/voltage AD conversion and display functions
Platform: |
Size: 1095680 |
Author: 汤宇浩 |
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Description: 一个用于从html页面中提取输入表单的应用程序，自动获得当前系统中打开的页面，分析页面内容并返回输入表单。版权说明：为网上开源代码，希望对大家有用。-for an html page from the input from the application form, the current system automatically open pages, page content analysis and returned to the input form. Copyright : source code for the Internet, we hope that the right useful.
Platform: |
Size: 63488 |
Author: 孙小 |
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Description: 一个PE文件编辑工具,可以编辑PE信息和区段,输入表查看,内存地址和文件地址换,还可以查看进程和Dump进程.是一个比较综合的工具.-PE stamp text instance, met with startled件Tools, you can meet信startled PE Core messaging 区 kill, HUAI 入 barrels查vessels, twitter Rui Jian-hua Address address text件away, Morrison查you can ship most vehicles Core Dump most vehicles. Did instance, gave birth to war chariot magnetic lift stamp cavity Tools.
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Size: 50176 |
Author: 向东 |
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Description: win32汇编以从内存中动态获取的办法使用API；这种方法使得在pe文件的输入表中看不到该api-win32 compilation from dynamic memory approach to obtain the use of API This method makes the pe file input table can not see the api
Platform: |
Size: 3072 |
Author: 涂发国 |
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Description: NoImport 无输入表的应用程序，保护自身免受攻击-No input table NoImport applications, to protect themselves from attack
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Size: 6144 |
Author: 吴铭 |
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Description: vc6.0, PE文件格式查看，可以查看PE文件头信息、节信息、输入表信息以及输出表信息-vc6.0, PE file format view, you can view PE file header information, festival information, enter the table information, as well as output tables of information
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Size: 41984 |
Author: 犁田 |
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Description: 使用C++ 封装的 一组非常好的类，通过修改输入表进行API HOOK-The use of C++ Package a group of very good type, by modifying the input table API HOOK
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Size: 495616 |
Author: 真弛 |
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Description: 相对于SoftSnoop1.3版新增功能
1）可以捕获从任一模块产生的到任一模块的Api调用，包括动态加载的模块；可以在调用Api之前输出Api名称，Api所属模块，Api参数及调用这个Api的地址；可以在Api返回之后输出Api返回值
2）可以像OllyDbg那样附着到正在运行的目标进程并捕获其Api，可以随意终止和继续捕获，目标进程不受影响
3）可以选择是否对目标进程进行调试，对一些检查调试器的程序可以选择不调试目标进程，对Api捕获没有影响；由于修改了ApiHook方式，因此对于加过壳或修改了输入表的程序也可以进行Api捕获
4）添加了中文版
5）解决了1.3版中在加载目标进程时偶尔会产生内存访问越界的问题-err
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Size: 241664 |
Author: 孙磊 |
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Description: winodws PE文件脱壳后用来修复输入表的工具，经过一部分改进，修复了部分bug-winodws PE files after the shell used to repair the instrument input table, after some improvements, some bug fixes
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Size: 806912 |
Author: adfy |
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Description: 对PE文件进行完整压缩的程序，使用aplib进行压缩，并且示范了输入表加密等常见功能，对PE文件进行分区段压缩，外壳部分使用C编写，解压的部分代码使用汇编-Complete compression of the PE file program, use the aplib compression, and encryption model input tables common features of the PE segment partition file compression, using the C shell part of the preparation, extracting part of the code in assembly
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Size: 474112 |
Author: fytx |
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Description: 实现电话号码查询 设每个记录有下列数据项：电话号码、用户名、地址；
2) 从键盘输入各记录，分别以电话号码和用户名为关键字建立散列表；
3) 采用一定的方法解决冲突；
4) 查找并显示给定电话号码的记录；
5） 查找并显示给定用户名的记录。(To achieve the telephone number inquiry, each record is provided with the following data items: telephone number, user name and address;
2) enter each record from the keyboard, and establish the Hash list by phone number and user name respectively;
3) adopt a certain method to solve the conflict;
4) find and display a record of a given phone number;
5) find and display a record of a given user name.)
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Size: 526336 |
Author: GL Duan
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Description: 使用stm32制作LCR简易表 使用输入捕获测量频率 公式换算计算大小(Use STM32 to make LCR simple table, use input capture measurement frequency formula, conversion calculation size)
Platform: |
Size: 4698112 |
Author: 阿飞fly
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Description: 请输入整数数据以建立链表，以数字0结束输入
输出原始的链表(Please enter integer data to establish the list, and end the input with number 0
Output original chain list)
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Size: 1024 |
Author: tl_real
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Description: 我们经常遇到两多项式相加的情况，在这里，我们就需要用程序来模拟实现把两个多项式相加到一起。首先，我们会有两个多项式，每个多项式是独立的一行，每个多项式由系数、幂数这样的多个整数对来表示。
如多项式2x20- x17+ 5x9- 7x7+ 16x5+ 10x4 + 22x2- 15
对应的表达式为：2 20 -1 17 5 9 - 7 7 16 5 10 4 22 2 -15 0。
为了标记每行多项式的结束，在表达式后面加上了一个幂数为负数的整数对。
同时输入表达式的幂数大小顺序是随机的。
我们需要做的就是把所给的两个多项式加起来。(We often encounter the sum of two polynomials, where we need to use the program to simulate the realization of adding two polynomials together. First of all, we will have two polynomials, each polynomial is independent, each by polynomial coefficient, exponential number of integers such that the.
Such as 2x20- x17+ 5x9- 7x7+ 16x5+ polynomial 10x4 + 22x2- 15
The corresponding expression is: 220 -1 1759 - 77165104222 -15 0.
In order to mark the end of each line of the polynomial in the expression followed by a negative integer power of.
At the same time, enter the expression power of the size of the order is random.
We need to add up to two polynomial do is the.)
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Size: 1024 |
Author: violet_zxd
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Description: 输入建表信息，直接生成建表代码，界面更友好，速度更快(generating the table code directly by inputing table information)
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Size: 47104 |
Author: Ethan0405 |
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