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OpenCV Skin Detector with C#
- 2023-04-07 02:15:03下载
- 积分:1
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arm7 串口试验
应用背景采用arm7芯片stm32f103zet6 编写,将单片机中的数据经过串口外设传输到电脑上,实现rs232串口运用关键技术首先编写串口发送和接收函数,在电脑上的串口调试助手上向单片机发送字符串,然后单片机将该字符串在发送回电脑,实现串口
- 2022-04-24 06:12:33下载
- 积分:1
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可以查询学生详细信息(学号、姓名、性别、入学时间、出生年月、电话、家庭住址・・・・・・),亦可查询简明信息(只含有姓名和年龄);可增加、删除和浏览学生信息;可按...
可以查询学生详细信息(学号、姓名、性别、入学时间、出生年月、电话、家庭住址・・・・・・),亦可查询简明信息(只含有姓名和年龄);可增加、删除和浏览学生信息;可按“学号”,“姓名”查询;可用菜单实现上述功能。-students can find detailed information (school, name, gender, school, date of birth, telephone, family residence), can also inquire about the concise information (contained only the name and age); increase. View and delete student information; according to "study", "name" inquiries; menu can be used to achieve the above functions.
- 2022-05-29 05:23:36下载
- 积分:1
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四则运算的代码,有兴趣的可以研究下下的呵呵.
四则运算的代码,有兴趣的可以研究下下的呵呵.-4 computing code, may be interested Ha ha under study.
- 2022-05-09 01:57:08下载
- 积分:1
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It s simple implementation of Genetic Algorithm on
8
It s simple implementation of Genetic Algorithm on
8-puzzle and as result it can say either there is or not a set of movement to go from initial state to a given final state.-It s simple implementation of Genetic Algorithm on
8-puzzle and as result it can say either there is or not a set of movement to go from initial state to a given final state.
- 2022-02-21 02:51:52下载
- 积分:1
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simp4辛普生积分法
利用辛普生法积分,是比矩形积分法和梯形积分法更为精确的计分方法。辛普生方法采用抛物线插值,对二次函数是精确的,而二次函数的积分为三次函数。辛普生定步长积分对有突变的函数在运算
- 2022-01-22 13:11:05下载
- 积分:1
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一个比较通用的大数运算库,内附安装说明,5_4_2版本
一个比较通用的大数运算库,内附安装说明,5_4_2版本-A relatively large numbers of common computing library, containing installation instructions, version 5_4_2
- 2022-07-11 14:29:16下载
- 积分:1
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Clustering through Decision Tree Construction
Clustering through Decision Tree Construction - CLTree - A subspace clustering algorithm.-Clustering through Decision Tree Construction- CLTree- A subspace clustering algorithm.
- 2022-01-30 23:39:10下载
- 积分:1
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后缀表达式
应用背景它是一类后缀表达式。将中缀表达式转换为后缀表达式。你可以实现一个方法或一个主要的地方,你可以使用该类的方法。关键技术它会非常有用,当你转换一个中缀转后缀表达式。
- 2022-06-15 06:55:42下载
- 积分:1
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FFT 就不用多介绍了 大家都应该清楚,是以后常用的CODE 希望能帮上各位的忙
FFT 就不用多介绍了 大家都应该清楚,是以后常用的CODE 希望能帮上各位的忙-FFT on the do not have to introduce that we all should be clear, is commonly used after CODE hope you can help on the busy
- 2022-01-31 08:40:06下载
- 积分:1