修复损坏的shapefile,解决Number of shape does not match the number of table records的问题
2021-12-22 15:31:50 111KB shape checker
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Hynix DDR4 SDRAM Part Number解析,想了解Hynix DDR4 dram 镭雕信息描述意思的,可以下载
2021-12-22 10:31:17 64KB hynix DDR4 dram part
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Functionality classes for random number generators
2021-12-21 14:33:17 2.71MB 随机数
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MVG 是一种多元高斯(正态)随机数生成器。 用户可以通过指定均值向量和对称正定协方差矩阵,从任何维度的多元正态分布生成向量。 基于协方差矩阵的 Cholesky 分解的线性变换应用于分布 N(0,I) 的一组实现。 通过对这些样本应用线性变换,输出是一个矩阵,其列是从分布 N(mu,Sigma) 中抽取的样本,其中 mu 是指定的均值向量,Sigma 是 SPD 协方差矩阵。 输入 help mvg 以了解更多信息。
2021-12-15 09:37:51 1KB matlab
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中文 | Chinese-number-gestures-recognition Chinese number gestures recognition app(数字手势识别APP,识别0-10) 基于卷积神经网络的数字手势识别APP(安卓) 1、项目简介 这是一个基于卷积神经网络的数字手势识别APP(安卓),主要功能为:通过手机摄像头识别做出的数字手势,能够识别数字0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10 对应的手势。 Chinese-number-gestures-recognition项目下包含两块代码:1. DigitalGestureRecognition为安卓APP代码;2. digital_gesture_recognition为PC端处理数据及训练模型代码,编程语言为python。 开发环境: PC端:python3.6, TensorFlow-gp
2021-12-14 12:46:43 147.39MB Java
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mser文字matlab代码球衣号码识别 使用MSER检测和识别球衣号码。 。 当前代码不使用skimage.measure.regionprops
2021-12-14 00:07:56 336KB 系统开源
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根据USB设备的VID 和PID得到他的serial number。一些开发环境对于多个USB设备(同时插入多个设备),通过serial number区别使用不同的USB设备。 得到USB设备VID和PID方法。插拔一次设备,执行如下命令。 $ sudo dmesg -c [ 3638.911666] usb 2-2.1: new full-speed USB device number 7 using uhci_hcd [ 3639.223583] usb 2-2.1: New USB device found, idVendor=0483, idProduct=3748 [ 3639.223589] usb 2-2.1: New USB device strings: Mfr=1, Product=2, SerialNumber=3 [ 3639.223593] usb 2-2.1: Product: STM32 STLink [ 3639.223596] usb 2-2.1: Manufacturer: STMicroelectronics [ 3639.223598] usb 2-2.1: SerialNumber: 5\xffffffc3\xffffffbf\xffffffbfp\x064F59)"\x05W
2021-12-09 14:59:16 4KB PID VID serial numbe
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Number-theoretic-Methods-in-Statistics 作者:K.-T. FANG,Y.WANG
2021-11-22 09:19:36 6.93MB 数论方法 统计知识 Number Statis
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This book is our attempt to summarize the state-of-the-art of iterative channel coding. Two other popular names which describe the same area are probabilistic coding and codes on graphs. Iterative decoding was originally devised by Gallager in 1960 in his remarkable thesis and then long forgotten. It was rediscovered by Berrou, Glavieux, and hitimajshima in 1993 in the form of turbo codes, and then independently in the mid 90’s by MacKay and McNeal, Sipser and Spielman, as well as Luby, Mitzenmacher, Shokrollahi, Spielman, and Steman in a form much closer to Gallager’s original construction. Iterative techniques have had a strong impact on coding theory and practice and, more generally, on the whole of communications.
2021-11-09 15:37:33 4.67MB maths algebra number
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1-n中缺失2个数字,O(n)时间内找出它们 VS 2008环境
2021-11-07 21:49:49 1009KB Find two lost number
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