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mms(JAVA)
- 关于彩信mms的程序,可以打包mms,发送mms。.. 支持2次开发-on MMS and@mms-j.jp procedures can be packaged and@mms-j.jp, sending and@mms-j.jp. .. 2 development support
gongjiaochaxun
- 用JBuilder做的公交查询系统 用JBuilder做的公交查询系统-do with JBuilder Bus Inquiry System to do with JBuilder Bus Inquiry System J Builder done Bus Inquiry System
SGAF1
- j基本遗传算法,用VC++6.0实现的,已经调试好了-basic genetic algorithm, with VC 6.0, and debugging has been good! !
jboss-3.0.6_tomcat-4.1.18
- jboss源码 jboss源码 jboss源码-ORM source ORM source ORM source j boss source ORM source ORM source
9313644-3
- Writing an interactive Java program with a graphical user interface (GUI) running on the Java phone emulator bundled with J2ME Wireless Toolkit 2.2 or Sun Java Wireless Toolkit 2.3 Beta Release. The Jave program will provide a tic-tac-toe board for t
Term_Project(9313644_9413551_9113818)
- Writing an interactive Java program with a graphical user interface (GUI) running on the Java phone emulator bundled with J2ME Wireless Toolkit 2.2 or Sun Java Wireless Toolkit 2.3 Beta Release. The Jave program will provide a Gobang board for two pl
ConsoleJava
- DotNet版的线性方程的解法,包括:高斯消元法,用于n阶非奇异矩阵;SVD分解法,求最小二乘解.目前还很难找到免费的DotNet版的数值计算程序.这里有源码(J#)和dll文件.-Kind version of the linear equation solution, including : Gaussian Elimination Act, for order n nonsingular matrix; SVD decomposition method, least squares sol
DotMatrix
- DotNet版的线性方程的解法,包括:高斯消元法,用于n阶非奇异矩阵;SVD分解法,求最小二乘解.目前还很难找到免费的DotNet版的数值计算程序.这里有源码(J#)和dll文件.-Kind version of the linear equation solution, including : Gaussian Elimination Act, for order n nonsingular matrix; SVD decomposition method, least squares sol
FileStorage.v3.0.1
- he FileStorage component capable to upload and hold any data files within your Delphi/BCB forms (within the body of the EXE-program). If your software requires any additional files (.DLL s, WAV s, .TXT s etc), these files could be uploaded straight o
g3d-src-6_08
- This program uses the Graphics3D Library (\"G3D\", http://g3d-cpp.sf.net) This software is based in part on the PNG Reference Library which is Copyright (c) 2004 Glenn Randers-Pehrson This software is based in part on the work of the Independen
PROGRAMSEIDEL
- 一、 Seidel迭代法 算法8.2: 1. 输入矩阵A,右端项b ,初始迭代向量 X(0) ,维数n,容许误差ε ,最大容许迭代次数 N。 2. 置k=1. 3. 计算 X1=(b1-Σa1jxj(0))/a11 j=2,3,…….,n Xi=(bi-Σaijxj-Σaijxj(0))/aii, i=2,3,……,n-1 Xn=(bn-Σanjxj)/ann j=1,2,…….,n-1 4.若||X-X(0)|| <ε,输出X , 停机;否则,转步骤5。
ltsj
- :利用自行研制的多导视觉诱发电位(J M)信号采集处理系统和两套视差深度随机点立体(NOI)图对,诱发 视皮层神经网络兴奋发放,提取并分析了立体视觉视差深度认知过程的皮层电位信号,对视差相关诱发电位特征进 行了标定’ 采用两种完全不同的信息处理方法重复实验,揭示了高级视皮层功能区出现的K! 波由视差相关J M 发 放,提示体视视差深度信息处理可能是在高级视皮层功能区上完成的’ 根据不同功能区隐含信息的处理结果,推测 大脑皮层体视信息处理系统中存在信息反馈通路’ 实验结果还表明,立
assignment_problem
- 某单位需要完成N项任务,恰好有N个人可承担这些任务。由于每人的专长不同,个人完成任务不同,所需成本也不同。若第i个人完成第将j项任务的成本为C(i,j),问题是如何分配这些工作任务,使总成本最小? 这类问题为指派问题。-units required to complete a certain task N, N just a personal commitment of these tasks. As the expertise of different individuals to com
juzen
- 对于矩阵连乘积的最优计算次序问题,设计算Ai…j ,1≤i≤j≤n,所需的最少数乘次数为m[i,j],原问题的最优值为m[1,n]。 当i=j时,Ai…j=Ai为单一矩阵,无需计算,因此m[i,i]=0,i=1,2,…,n ; 当i<j时,可利用最优子结构性质来计算m[i,j]。事实上,若计算Ai…j的最优次序在Ak和Ak+1之间断开,i≤k<j,则:m[i,j]=m[i,k]+m[k+1,j]+rirk+1rj+1 。
Data4final
- 移位密码、代换密码的加密及解密 实现移位密码:k表示26个字母向前循环位移的字符个数 加密: 输入:k,以及小写表示的明文字母,输出:大写字母表示的密文 解密:输入: k,以及大写字母表示的密文,输出:小写字母表示的明文 例如,当k=11时 明文:wewillmeetatmidnight 密文:HPHTWWXPPELEXTOYTRSE 实现代换密码 例如输入密匙guangzhouuniversity,则建立字母对应关系: a b c d e f g
shorttest_path_program
- 有N个城市,编号为0、1…N-1,每个城市之间的路径长度保存在二位数组a中,如a[i][j]表示城市i与城市j的路径长度。求某个城市到其余城市的最短路径。-cities are N, No. 0,1 ... N-1, every city path length between the two kept in a group median, if a [i] [j] i said cities and urban j length of the path. For a city to the o
assouangqlxtest
- 一个简单的类似钢琴的游戏,能够发出3个8度音, 低音:1~7; 中音:Q~U或q~u; 高音:A~J或a~j;-a simple piano similar to the game, issued three to eight degrees audio, bass : 1 ~ 7; Tenor : U or Q ~ q ~ u; Treble : A-J, or a ~ j;
JBlog10
- web.xml里默认配置为:resin 2.1.14 可根据您的具体服务器配置。 注意链接池就是了! 然后导入database/j-blog.sql 默认用户名密码都是: admin 后台地址:/admin/ 进入后台后,请将系统设置中的 网站地址(URL):设置正确,否则样式表等无法调用-web.xml Lane default configuration : resin 2.1.14 under your specific server configuration. L
ShoppingOnline
- ShoppingOnline 是一个网上购物系统的源代码 由eclipse+jsp+tomcat+strust-ShoppingOnline is an online shopping system from the source code eclipse j sp tomcat strust
15769
- java教学资料\\JSP2 java教学资料\\JSP2-\\ JSP2java teaching materials \\ J SP2java teaching materials \\ J SP2