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杂项源代码TimeStamp
杂项源代码TimeStamp-miscellaneous source TimeStamp
- 2022-11-14 08:30:03下载
- 积分：1
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串口函数
vc串口通讯函数，已经包装好，可以直接用，
- 2023-02-07 13:35:04下载
- 积分：1
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转换ANSI 屏幕到RIP格式(17KB)
转换ANSI 屏幕到RIP格式(17KB)-ANSI conversion to RIP format screen (17KB)
- 2022-03-24 21:59:07下载
- 积分：1
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1st
第一型3次样条插值函数的通用程序-1st-3rd spline interpolation function of the common procedures
- 2022-11-21 17:15:04下载
- 积分：1
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化简分数到最简
目前只支持质数小于10000的情况
化简分数到最简
目前只支持质数小于10000的情况-Simplification of scores to the most Jane prime number currently only supports the case of less than 10000
- 2023-09-08 10:25:02下载
- 积分：1
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procedures have only mean of 0 and variance for a random number to produce the m...
程序只产生均值为0，方差为1的随机数，要产生均值为E,方差为D的随机数，只要随机数*D+E就可以了。 高斯随机数程序还是带参数的，参数是用来描述正态分布的一个浮点数表。在执行程序时 ，先生成这个表（只做一次），而后就可以任意多次地执行高斯随机数产生程序了。 使用C是为了保证通用性，如果有人觉得麻烦，可以用C++做个类，把这些东西都封装进去 。 另外，如果有人有兴趣，也可以把它修改成任意形式分布的连续随机数产生程序，修改非 常简单，这里就不提示了。-procedures have only mean of 0 and variance for a random number to produce the mean E, D variance for the random number, as long as a few random E* D on it. Gaussian random process parameters or with the parameter is used to describe a normal distribution of the float table. In the implementation process, Mr. into the table (one-off), and you can repeatedly arbitrary implementation Gaussian random number generator proceedings. The use of C is to ensure commonality, if someone finds trouble, can be used to be a Class C, all these things into account Packaging. Also, if someone is interested, can you change the form of arbitrary distribution of continuous random number generator procedure is very simple changes, I will not be sacrificed as a result.
- 2022-10-24 11:05:03下载
- 积分：1
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filtering for a noisy signal
filtering for a noisy signal
- 2022-02-21 14:54:38下载
- 积分：1
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在Matlab环境下生成dll再在vb中调用
在Matlab环境下生成dll再在vb中调用-in Matlab environment generated dll again in vb Calling
- 2022-02-01 09:52:56下载
- 积分：1
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一个实现文件读取有趣的c++源程序
一个实现文件读取有趣的c++源程序-an interesting read files source of c
- 2022-08-14 16:37:42下载
- 积分：1
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估计用户的利益，贝叶斯网络
Bayesian Networks for Estimating the User s Interests
in the Context of a Configuration Task
- 2023-04-15 10:05:03下载
- 积分：1
