png透明按钮源码

这是Romberg算法-algorithm!

经典报表工具，报表控件ＳＭＥｘｐｏｒｔ　ｖ４．-classic tools statements, statements SMExport Control v4.

好不容易才找到的,一个用来隐藏IP的DELPHI控件,-hard to find, used a hidden IP DELPHI controls,

Flex的英文帮助文档，很实用，里面有很多实例程序直接可以运行-Flex help documentation in English, it is useful, there are many examples of programs can be run directly

我在GitHub上上传的一些关联规则/频繁模式挖掘的代码。 具体使用方法，可参考我的GitHub主页http://github.com/DMDarkness/Data-mining，上面也有下载 Apriori and FP-growth: 这两个算法很常用，不介绍了 BOSO-HD：一个基于二元粒子群算法的频繁模式挖掘算法，论文https://link.springer.com/article/10.1007/s11771-016-3224-8 ARMGA：一个基于遗传算法的关联规则挖掘算法，论文http://www.sciencedirect.com/science/article/pii/S0957417408000195 FI-GF：一个基于粒计算与模糊理论的频繁模式挖掘算法，论文http://downloads.hindawi.com/journals/mpe/2015/623240.pdf CLT：一个基于中心极限定理的频繁模式算法，论文https://link.springer

利用mfc编写万年历软件可以察看阴历的日期，功能强大，但是代码简单-use mfc hefty almanac preparation software can see the lunar calendar dates, powerful, but simple code

该程序应用于WINDOWS MOBILE 6.0 SDK环境 是一款基于手机嵌入式的小游戏-This project is based on Windows Mobile 6.0 SDK, and it is a kind of small gobang game embreesed in cellphone

glloader source code

[1] 考勤时间=2005-10-27 员工编号=1 状态=迟到 上班时间(早)=16:59:40 备注=无 [2] 考勤时间=2005-10-27 员工编号=2 状态=迟到 上班时间(早)=16:59:40 备注=无 [3] 考勤时间=2005-10-27 员工编号=3 状态=迟到 上班时间(早)=16:59:40 备注=无 [6] 考勤时间=2005-10-27 员工编号=6 状态=早退 上班时间(早)=上午 18:52:45 备注=无 下班时间(晚)=上午 18:52:45 [5] 考勤时间=2005-10-27 员工编号=5 状态=早退 上班时间(早)=上午 19:01:40 备注=无 下班时间(晚)=上午 19:01:40 [4] 考勤时间=2005-10-27 员工编号=4 状态=早退 上班时间(早)=上午 19:04:14 备注=无 下班时间(晚)=上午 19:04:14 -[1] time = 2005-10-27 employees attendance number = 1 state = late working hours (early) = 16:59:40 Note = No [2] time = 2005-10-27 employees attendance number = 2 status = late working hours (early) = 16:59:40 Note = No [3] time = 2005-10-27 employees attendance number = 3 state = late working hours (early) = 16:59:40 Note = No [6] Attendance time = 2005-10-27 employee ID = 6 state = leave early to go to work hours (early) = 18:52:45 AM Remarks = no working hours (late) = 18:52:45 AM [5] attendance period = 2005-10-

了解STRASSEN与传统矩阵乘法相比较，其乘法次数比传统的少，但是加法的次数却减少了。-Learn STRASSEN compared with the traditional matrix multiplication, multiply the number of its less than the traditional, but the number of additions have been reduced.