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talking
java版的聊天软件,用于学习java的socket网络编程(java Chat Software)
- 2013-12-05 15:06:58下载
- 积分:1
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Mouse
实现在TextArea中输出最后一次鼠标单击的x,y坐标和连续单击的次数。(In the output of the TextArea realize the last time the mouse click of the x, y and continuous click on the number of times.)
- 2012-05-14 12:53:43下载
- 积分:1
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webview_all
WebView的各个用法,本人总结的Demo文件。(WebView all usage, I have summarized the Demo file.)
- 2011-08-31 20:10:29下载
- 积分:1
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超市进销存系统 car-type-spider-master
我这我自己开发的超市进销存系统,包含销售员的管理,商品的管理(I developed my own supermarket purchase, sale and storage system)
- 2020-06-19 00:20:02下载
- 积分:1
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0100_java_web_class5
将基础知识,高级运用,框架知识综合到一起,源码demo(Fundamentals and advanced the framework of the use of knowledge are integrated together, source demo)
- 2012-08-23 12:46:08下载
- 积分:1
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Chat
chat (implementacionde socket en java en chat)
- 2012-04-04 07:30:55下载
- 积分:1
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ex01
1.1 作业描述
设计一个生成和显示时间的分布式应用程序,实现以下功能:
1、 一个服务器生成时间,并在多个不同节点的客户端上显示。
2、 客户端有多种时间显示方式,如模拟时钟、数字时钟。
1.2 作业要求
下面是设计时需要满足的四个要求:
1、 打破客户端和服务器开发过程中的紧耦合。
2、 打破客户端和服务器运行时的紧耦合,即不需要固定的机器,不限制客户端的数目等。
3、 允许客户端显示不同的事件。
4、 使用RPC机制或RMI机制。
(1.1 Design a job description to generate and display time distributed applications, the following functions: 1, a time server generates and displays on the client several different nodes. 2, the client has a variety of time display, such as an analog clock, a digital clock. 1.2 Operating Requirements The following is required to meet four design requirements: 1, breaking client and server development process tightly coupled. 2, breaking the tight coupling client and server runtime that does not require a fixed machine, does not limit the number of clients and so on. 3, allows clients to display different events. 4, using the RPC mechanism or RMI mechanism.)
- 2014-01-22 16:18:51下载
- 积分:1
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jsp+servlet+jdbc
jsp + servlete + jdbc开的管理系统()
- 2007-09-04 14:21:25下载
- 积分:1
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AbsoluteFileBackupHelper
Like FileBackupHelper, but takes absolute paths for the files instead of subpaths of getFilesDir() Source Code for Java Script.
- 2013-10-02 01:36:45下载
- 积分:1
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demo
说明: 使用A星(a-star)算发,通过上传二维矩阵中不能通过的坐标点,来为起止坐标点计算一条最短可通过路径(Using A-star, a shortest path is calculated by uploading the coordinate points that can not be passed in the two-dimensional matrix.)
- 2019-02-10 15:51:27下载
- 积分:1