实用程序，一个ejb调用另一个ejb的例子。

ajax 源码反反复复反反复复都是 范德萨范德萨范德萨-ajax

JAVA数字图像处理，对图像进行量化！图像Miss.jpg为256×256，量化值K可以为256，128，64，32，16，8，4，2-JAVA Digital Image Processing, to quantify the image! Miss.jpg images for 256 × 256, to quantify the value of K can 256,128,64,32,16,8,4,2

此类主要功能为生成在“颜色选择对话框”中位于“颜色显示区”右边的“颜色按钮选择区” * 中的按钮所关联的Action对象,当相应的按钮被点击后，此Action关联动作将会对对相应 * 的滑动条以及其相关的文本输入框的可使用状态进行设定，同时设定滑动条及其相关的文本 * 框所显示的相应的值为所点击按钮所代表的R，G，B颜色值。-such key functions to generate the "color selection dialog" at the "colors" right "color button"* button linked to the Action by the target, when the corresponding button was clicked on, this action will be linked to Action against a corresponding* sliding strip and its phase clearance of text input box can be used to set the state, set sliding strip and its related* text box shows the corresponding values by clicking on the button to represent the R, G, B color.

编写一个线段类 MyLine，要求如下: 主要属性有： x ，y ；类型为Point (查看API) 编写构造方法，如 MyLine(Point p1 , Point p2) 编写5个成员方法。如： 检查线段是否位于第一象限check()… 求线段的长度 length() … 判断两条直线是否相交(另一线段作为参数)。 编写一点到该线段（或延长线）的距离 其他方法。 注：编写方法时，考虑利用Point类的方法 编写测试程序-Write a segment class MyLine, requirements are as follows: The main attributes are: x, y type Point (see API) the preparation of construction methods, such as MyLine (Point p1, Point p2) prepared by five members of the method. Such as: Check whether the line segment in the first quadrant check () ... order to segment the length of the length () ... to determine whether the two straight lines intersect (the other segment as a parameter). The preparation of 1:00 to the line segment (or extension) of the distance from other methods. Note: The preparation method, consider using the Point class approach to preparing test program

用于按照xml文件配置直接生成SQL脚本文件，压缩包内有改程序的使用说明-for distribution in accordance with the xml document directly generated SQL script file, compressed within changed procedures for use

java Socket

java屏幕取词源码-Screen java source

java string 讲义 java string ppt 讲义-07String.rar java string teaching materials java string ppt teaching materials

算出数的素数因子的算法-calculate the number of prime factor algorithm

Bruce Eckel 的Think IN JAVA（3rd）习题详解，非常实用哦-Bruce Eckel s Think IN JAVA (3rd) Exercises explain, oh, very useful