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Description: 压缩包里有详细的安装说明，英文的，其实很简单，就是在phpmyadmin里run一下根目录下的hrs.sql，然后打开auth.php填入相关的mysql数据库及用户名密码即可。我调试过，功能很强大的东东。希望大家喜欢。9F r&P Voh
-Compression bag has detailed installation instructions, in English, in fact, very simple, it is in the phpmyadmin root directory where you run under hrs.sql, then open the fill auth.php related mysql database and user name password. I debug, the function is very powerful Dongdong. I hope everyone likes. 9F r
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Size: 2449408 |
Author: jasonchan |
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Description: Java编写的XML文件读取程序，可以读取XML并判断2个XML文件的内容是否可以互相转换，比如一个文件的根元素是否是另外一个文件根元素的子集，需要预先自定义（例：演员属于艺术家，CD属于多媒体，等），如可以转换可自动生成XML文件-Java prepared XML document reader, you can read XML, and two XML documents to determine whether the content can be converted with each other, such as a document root element it is a separate document root element of the subset need to self-definition (Example: actors belonging to the artist, CD belonging to multimedia, etc.), such as can be converted automatically generate XML documents
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Size: 72704 |
Author: 丛威 |
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Description: 采用客户机/浏览器（Client/Browsers）结构，以降低成本并获得较高的性能价格比为目标，选用NT网络操作系统、WINDOWS系统工作站平台及ASP+SQL编程软件和大型数据库系统，客户机的设置部门可根椐公司的要求更改。动态建立与企业生产管理及产品相适应的数据库系统，实现了企业产品生产、仓库、销售及管理的综合与集成。-Client/browser (Client/Browsers) structure to reduce costs and obtain a higher price-performance ratio as the goal, choose NT network operating system, WINDOWS System workstation platform and ASP+ SQL programming software and large database systems, customer Machine set up departments can root show the company
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Size: 749568 |
Author: 攀登者 |
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Description: 取盘符,检查是否是合法的系统盘符,并判断是否根目录-Admission letter to check whether the letter is a legitimate system, and determine whether the root directory
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Size: 1024 |
Author: yurong |
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Description: SML映射规则的期望误差一定不会小于GML映射规则的期望误差。而且从算法实现上也可以看出，SML映射规则是一种有偏的映射规则，某些范围的灰度级会被有偏地映射到接近开始计算的灰度级；而GML映射规则是统计无偏的，从根本上避免了上述问题的出现。通过分析可以看出GML映射规则总会比SML映射规则更能体现规定直方图的意图，而且通常产生的误差只有SML映射规则的十几分之一-SML mapping rules of the expectations of the error will not be less than the expectations of the rules of GML mapping error. But also realize from the algorithm can be seen, SML mapping rule is a partial mapping rules, certain areas of the gray-scale will be biased to have mapped to close to the beginning of the calculation of the gray-scale and GML mapping rules are statistical Unbiased, from the root to avoid the above-mentioned problems. GML can be seen by analyzing the mapping rules will always be better than SML mapping rules better reflect the intent of the provisions of the histogram, and error is usually only a dozen SML mapping rules one
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Size: 21504 |
Author: 欧阳系 |
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Description: 完整的一个论坛,安装方法如下:
1、系统环境要求：
MySQL4.1以上版本，需配置为支持utf8连接方式
JDK1.5以上版本
Tomcat5.5以上版本
推荐在Windows上运行
2、安装好以上环境后，配置好虚拟目录，比如：配置好后的访问路径为http://localhost:8080/cwbbs/index.jsp
导入setup目录下的数据库文件cwbbs.sql
例：将cwbbs.sql拷贝至C盘根目录下
运行：mysql\bin\mysql -u root -p --default-character=utf8
mysql> source c:\cwbbs.sql
3、运行 http://localhost:8080/cwbbs/setup
按照操作向导一步一步进行，注意在配置时所有的路径中的"\"，请用"/"替代
安装完成后请务必删除setup目录
4、管理员帐号：admin 密码：111111
管理员登录路径：http://localhost:8080/cwbbs/cms/index.jsp
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Size: 23600128 |
Author: 陈诚 |
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Description: 2003年最新的Zope版本。这个是它的源代码，可以在任意支持的平台上编译。需要Python2.1.*的支持。（我已经在UNIX上成功编译过了）编译方法：如果是做为独立的web服务器，只需要在命令行中输入python wo_pcgi.py就可以了；如果是要和其他服务器一起用，输入python w_pcgi.py，之后它就会自动编译。完成后./start就可以了。其中的var目录要把所有者设为root，Linux中要chmod o+t var,FreeBSD中应该是chmod 1000 var。Zope 是一个面向对象的服务器软件，它可以在所有Unix/Linux/Windows上运行，而且可以集成到其他流行的 Web 服务器。 Zope 采用 Python 语言编写，在性能敏感的部件上采用了 C 语言编写。目前有美国海军，美国航空与宇宙航天局，法国原子能研究会，Bank of America，北约组织官方网站，SGI，通用电气，上海电信，富兰克林大学，大连理工大学等使用它做Web应用。
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Size: 2347008 |
Author: kingmax |
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Description: 简单的计算机，可以进行加减乘除，开平方这些简单的运算-Simple computer, you can carry out addition and subtraction multiplication and division, square root of these simple arithmetic
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Size: 1918976 |
Author: 唐婵 |
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Description: 用eclipse打开
在eclipse左侧包资源管理器中右键选择导入
然后选择现有项目到工作空间中，点下一步
在选择根目录中选择压缩包解压后的目录，单击完成即可
用eclipse新建
新建项目
新建源文件夹src,及对应三个类
新建文件夹pic，与src同目录，放置图片-Using eclipse in the eclipse to open the left side of packet Explorer right to choose to import existing projects and then choose to work in space, point the next step in the selection of the root directory of select compressed package after extracting the directory, click Finish to use eclipse New New New Project source folder src, and the corresponding three types of New Folder pic, with the same src directory, placing picture
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Size: 262144 |
Author: lvzhen |
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Description: 迄今为止见过的最方便的huffman编码，效率很高
一个外国人写的，很具有研究价值
Constructing a Huffman Tree according to the number of times each symbol appears in the data stream:
1) Create an array of N nodes, representing N possible symbols (ranging between 0 and N-1).
2) Set the value of each node to the number of times that its symbol appears in the data stream.
3) Create a Minimum-Heap of N nodes.
4) Add every node whose value is greater than zero to the heap.
5) Extract the best two nodes in the heap.
6) Create a parent node whose children are the two extracted nodes.
7) Add the parent node to the heap.
8) Repeat the previous three steps N-1 times (until only 1 node remains in the heap).
9) Extract the last node in the heap.
The array created in the first step stores the leaves of the tree, and is used in order to encode the data stream.
The node extracted in the last step is in fact the root of the tree, and is used in order to decode the data stream.-So far seen the most convenient huffman coding, efficient write a foreigner, I have research value Constructing a Huffman Tree according to the number of times each symbol appears in the data stream: 1) Create an array of N nodes , representing N possible symbols (ranging between 0 and N-1) .2) Set the value of each node to the number of times that its symbol appears in the data stream.3) Create a Minimum-Heap of N nodes.4) Add every node whose value is greater than zero to the heap.5) Extract the best two nodes in the heap.6) Create a parent node whose children are the two extracted nodes.7) Add the parent node to the heap.8) Repeat the previous three steps N-1 times (until only 1 node remains in the heap) .9) Extract the last node in the heap.The array created in the first step stores the leaves of the tree, and is used in order to encode the data stream.The node extracted in the last step is in fact the root of the tree, and is used in order to decode the data stream.
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Size: 17408 |
Author: 游弋人生 |
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Description: 顶点倒塌（Vertex Collapse）算法中，一开始图中的N个顶点看作N个孤立的超顶点(Super Vertex)，算法运行中，有边连通的超顶点相继合并，直到形成最后的整个连通分量。每个顶点属于且仅属于一个超顶点，超顶点中标号最小者称为该超顶点的根。-Collapsed vertex (Vertex Collapse) algorithm, one began to map the N vertices as N isolated vertices super (Super Vertex), algorithm, there are the super-edge-connected vertices have merged to form the final until the entire connected component . Each vertex belongs to and only belong to one super-vertex, super-vertex in the smallest numbers are referred to as the root of the super-vertex.
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Size: 2048 |
Author: chj |
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Description: 程序中的数据采用“树形结构”作为其数据结构。具体的，采用的是“二叉排序树”。 二叉排序树或者是一棵空树，或者是具有下列性质的二叉树：（1）若它的左子树不空，则左子树上所有结点的值均小于它的根结点的值；（2）若它的右子树不空，则右子树上所有结点的值均大于它的根结点的值；（3）它的左右子树也分别为二叉排序树。-Process the data in a tree structure as its data structure. Concrete, used the binary sort tree. Binary sort tree or an empty tree, or the nature of the binary tree with the following: (1) if it s left subtree is not empty, then the left sub-tree of all nodes is less than the value of its root point value (2) if it s right subtree is not empty, then the right sub-tree value of all the nodes were larger than the value of its root node (3) around its subtree are also binary sort tree.
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Size: 22528 |
Author: hulinjie |
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Description: 一个计算器 mfc编程，可以实现实数运算根号，sin cos等-Mfc programming a calculator, can achieve real computing its root, sin cos, etc.
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Size: 61440 |
Author: 刘三姐 |
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Description: 用DirectDraw写的,用来显示多张位图,可以用键盘的上下左右方向键来切换位图.注意:必须在C盘根目录下放置6张位图哦,1.bmp,2.bmp,3.bmp,4.bmp,5.bmp,6.bmp.-Written using DirectDraw to display multiple bitmaps can be used around the top and bottom of the keyboard arrow keys to switch bitmap. Note: C must be placed under the root directory bitmap 6 Oh, 1.bmp, 2.bmp, 3.bmp, 4.bmp, 5.bmp, 6.bmp.
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Size: 16384 |
Author: snower_tt |
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Description: 用Matlab产生正弦波,矩形波,以及白噪声信号，并显示各自时域波形图
2．进行FFT变换，显示各自频谱图，其中采样率，频率、数据长度自选
3．做出上述三种信号的均方根图谱,功率图谱,以及对数均方根图谱
4．用IFFT傅立叶反变换恢复信号，并显示恢复的正弦信号时域波形图
-Using Matlab generated sine wave, rectangular wave, as well as the white noise signal, and display their respective time-domain waveform of Figure 2. FFT to transform, showing their frequency spectrum, including sampling rate, frequency, data length of 3-on-demand. Make the rms signal of the three maps, power maps, as well as the number of root-mean-square map 4. Fourier Transform IFFT with the restoration of signals, and displays the sinusoidal signal the resumption of time-domain waveform
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Size: 1024 |
Author: river |
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Description: 应用qt库，实现对文件的管理，最上面的编辑框输入文件要存放的根目录，下面的编辑框输入存放的子目录，选定子目录，将文件拖至拖拽区，即可将文件放到指定目录下，支持文件夹。-Application qt library, the realization of the document management, most of the edit box above the input file should be stored in the root directory, the following edit box enter the store subdirectories, subdirectory selected, drag the file drag and drop zone, a document can be released to the specified directory, support for folders.
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Size: 5120 |
Author: 李京 |
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Description: 有理数是一个可以转化为一个分数的数，例如2/3，533/920，-12/49都是有理数，而根号2就是无理数。在C++中，并没有预先定义有理数类型，需要时可以定义一个有理数类，将有理数的分子分母分别存放在两个整型变量中。对有理数的操作可以通过重载运算符来实现.-Is a rational number can be translated into a number of points, such as the 2/3, 533/920,-12/49 are rational, and the root 2 is irrational number. In the C++, There is no pre-defined rational type, when necessary, the definition of a rational categories, will be rational molecular denominator were stored in two integer variables. Rational operation of heavy-duty operator can be achieved.
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Size: 12288 |
Author: gaoliming |
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Description: 一个用于求解方程根的程序，采用的是二分法，并可以设定求解根的个数-Equation used to solve the root of a procedure, using the dichotomy, and can be configured to solve the root of the number of
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Size: 1024 |
Author: wangning |
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Description: 构建嵌入式liunx小型内核与根文件系统的设计流程-Construction of Embedded liunx small kernel and root file system design flow
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Size: 1233920 |
Author: 焦扬 |
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Description: sample目录下是例子程序。
1.分组汇总例子 TestGroupReport.java
2.交叉报表例子 TestCrossReport.java 需要使用crossTabSample.xml文件。
请修改程序中引用crossTabSample.xml文件的路径。
3.select.jsp和ShowReportServlet.java是将各种格式报表直接输出到浏览器的例子。
将jsp放到web容器（如tomcat）的根目录下，将ShowReportServlet.java
放到适当的目录下编译。
-------------------------------------------------------------------
开发指南：
tutorial.htm
src目录下为源文件。
-sample directory is the example of the procedure. 1. Packet summary examples TestGroupReport.java2. Crossover example TestCrossReport.java statements requires the use crossTabSample.xml document. Please modify the program crossTabSample.xml documents cited in the path. 3.select.jsp and ShowReportServlet.java statements for a variety of formats is to direct the output to the browser example. Jsp on the web container (such as tomcat) root directory, will be put ShowReportServlet.java appropriate compiler directory.------------------------------------------------------------------- Development Guide: tutorial.htmsrc directory for the source file.
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Size: 4833280 |
Author: 王 |
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