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BASE-v

  • 程序是根据vidcat改的,只能抓PPM的图. makefile的内容如下,请注意打小写: cc=gcc #cflags=-i/firendly-arm/kernel/include -i/

    程序是根据vidcat改的,只能抓PPM的图. makefile的内容如下,请注意打小写: cc=gcc #cflags=-i/firendly-arm/kernel/include -i/usr/local/arm/2.95.3/arm-linux/include -wall -dhave_libjpeg #-dvideo_dev=\"/dev/v4l/video0\" -dversion=\"0.7.2\" cflags=-wall -dvideo_dev=\"/dev/video0\" -dversion=\"0.7.2\" camsnap: camsnap.c 用法如下: camsnap -v -s 420x420 -o my.ppm 这儿请注意:s 的大小必需是8能整除的倍数. 这个程序我是在rh9下作的,需要交叉编译的朋友就把注释去掉,再给下面的注释就可以了.

    标签: firendly-arm makefile include vidcat

    上传时间: 2016-11-20

    上传用户:清风冷雨

  • Semantic analysis of multimedia content is an on going research area that has gained a lot of atten

    Semantic analysis of multimedia content is an on going research area that has gained a lot of attention over the last few years. Additionally, machine learning techniques are widely used for multimedia analysis with great success. This work presents a combined approach to semantic adaptation of neural network classifiers in multimedia framework. It is based on a fuzzy reasoning engine which is able to evaluate the outputs and the confidence levels of the neural network classifier, using a knowledge base. Improved image segmentation results are obtained, which are used for adaptation of the network classifier, further increasing its ability to provide accurate classification of the specific content.

    标签: multimedia Semantic analysis research

    上传时间: 2016-11-24

    上传用户:虫虫虫虫虫虫

  • Lotus Notes开发用的在线DHTML编辑器,基于Active X control 1. This rich text editor is based on the editor used

    Lotus Notes开发用的在线DHTML编辑器,基于Active X control 1. This rich text editor is based on the editor used in an older sandbox posting I found. The majority of this code was NOT written by me. Credit goes to someone at Lotus (I think) for the original code. I only extended the base code to add more features, such as cut/copy/paste and adding tables. 2. This editor is based on an Active X control, so it will only work in Internet Explorer. I tested this in IE 5.5, but I think it should would in IE 5.x The Active X control is marked "safe for scripting" and should not trigger a warning from your browser about unsafe content.

    标签: editor control Active Lotus

    上传时间: 2016-11-27

    上传用户:kr770906

  • KPMstats is a directory of miscellaneous statistics functions written by Kevin Patrick Murphy and v

    KPMstats is a directory of miscellaneous statistics functions written by Kevin Patrick Murphy and various other people

    标签: miscellaneous statistics directory functions

    上传时间: 2014-01-13

    上传用户:hfmm633

  • The smspdulib library is intended for more transparent interaction with SMS PDU. This thought over h

    The smspdulib library is intended for more transparent interaction with SMS PDU. This thought over hierarchy of classes will allow you to create new classes for other types of short messages using the realized base functionality. At present, the following types of short messages are supported: status report, SMS (with long (large) SMS parts support)

    标签: interaction transparent smspdulib intended

    上传时间: 2013-12-23

    上传用户:小眼睛LSL

  • A stability analysis is presented for staggered schemes for the governing equations of compressible

    A stability analysis is presented for staggered schemes for the governing equations of compressible flow. The method is based on Fourier analysis. The approximate nature of pressure-correction solution methods is taken into account.  2001 IMACS. Published by Elsevier Science B.V. All rights reserved

    标签: compressible stability for equations

    上传时间: 2016-12-02

    上传用户:yph853211

  • 程序设计思路 在动态规划中

    程序设计思路 在动态规划中,可将一个问题的解决方案视为一系列决策的结果,要考察每个最优决策序列中是否包含一个最优子序列。所以在最短路径问题中,假如在的第一次决策时到达了某个节点v,那么不管v 是怎样确定的,此后选择从v 到d 的路径时,都必须采用最优策略。利用最优序列由最优子序列构成的结论,可得到f 的递归式。f ( 1 ,c) 是初始时背包问题的最优解。可使用(1)中所示公式通过递归或迭代来求解f ( 1 ,c)。从f (n, * )开始迭式, f (n, * )由第一个式子得出,然后由第二式递归计算f (i,*) ( i=n- 1,n- 2,⋯ , 2 ),最后得出f ( 1 ,c)。动态规划方法采用最优原则( principle of optimality)来建立用于计算最优解的递归式。所谓最优原则即不管前面的策略如何,此后的决策必须是基于当前状态(由上一次决策产生)的最优决策。由于对于有些问题的某些递归式来说并不一定能保证最优原则,因此在求解问题时有必要对它进行验证。若不能保持最优原则,则不可应用动态规划方法。

    标签: 程序设计 动态规划

    上传时间: 2016-12-03

    上传用户:kristycreasy

  • Verlog HDL 写得一款32路方波发生器

    Verlog HDL 写得一款32路方波发生器,例子是4路可以自己加,相位可调,频率可调,占空比可调。具体参见readme.doc.此处只提供了源码包含顶层模块sgs32.v 子模块dds.v和pll设置模块altp.v及波形驱动文件

    标签: Verlog HDL 方波发生器

    上传时间: 2016-12-07

    上传用户:daoxiang126

  • 采用Verilog HDL语言编写的曼彻斯特码

    采用Verilog HDL语言编写的曼彻斯特码, 文件列表: help md.v md_tf.v me.v me_tf.v med.v

    标签: Verilog HDL 语言 编写

    上传时间: 2016-12-08

    上传用户:yoleeson

  • //奇异值分解法求广义逆 //本函数返回值小于0表示在奇异值分解过程, //中迭代值超过了60次还未满足精度要求. //返回值大于0表示正常返回。 //a-长度为m*n的数组

    //奇异值分解法求广义逆 //本函数返回值小于0表示在奇异值分解过程, //中迭代值超过了60次还未满足精度要求. //返回值大于0表示正常返回。 //a-长度为m*n的数组,返回时其对角线依次给出奇异值,其余元素为0 //m-矩阵的行数 //n-矩阵的列数 //aa-长度为n*m的数组,返回式存放A的广义逆 //eps-精度要求 //u-长度为m*m的数组,返回时存放奇异值分解的左奇异量U //v-长度为n*n的数组,返回时存放奇异值分解的左奇异量V //ka-整型变量,其值为max(n,m)+1 //调用函数:dluav()

    标签: 奇异值分解 函数 广义 过程

    上传时间: 2016-12-15

    上传用户:康郎