用java实现数据结构中的栈和队列，是一个applet程序，可以通过实际操作来演示数据结构的栈的具体实现方式。...

本探针用于asp.net服务器上,能侦测服务器的系统和硬件信息.及测试服务器的运算能力.-probe for the Asp. Net server, the server can detect system and hardware information. And testing the server computing power.

优化算法程序包。有lm方法， smarquart法，等等。-Optimization package. Have lm, smarquart law.

A popup menu example in visual basic

傅立叶变换用于电力系统谐波分析,全是用c++编的很有价值,不信看看啊-A c++ code for analysis of harmonic wave of electronic system by Fourier transformation.

完整的Cad源代码cad,绝对好用 -integrity of the source code cad Cad definitely handy

学生学籍管理系统 用ACCESS设计的-the Student Management System designed by ACCE

Multiprocessing realisation. MPI. To all processes to generate number and to find a maximum. (RUS) +Russian comments-Multiprocessing realisation. MPI. To all processes to generate number and to find a maximum. (RUS)+Russian comments

sfj2443源代码,使用S3C2443的好工具-sfj2443 source code, use a good tool for S3C2443

删除角色-----------------1.角色列表-->删除2.RoleAction.deleteRole(); public String deleteRole(){ roleId roleService.deleteEntity(new Role(roleId)); return "findAllRolesAction" ; }3.略4.略用户授权管理----------------1.导航栏-->用户授权2.UserAuthorizeAction.findAllUsers(); public String findAllUsers(){ this.allUsers = userService.findAllEntities(); return "userAuthorizeListPage" ; }3.略4.略修改授权--------------------1.授权列表-->修改授权2.UserAuthorizeAction.editAuthorize(); public String editAuthorize(){ userId this.model = userService.getEntity(userId); this.noOwnRoles = roleService.findRolesNotInRange(model.getRoles());

电路布线问题要确定将哪些连线安排在第一层上，使得该层上有尽可能多的连线。换句话说，该问题要求确定导线集Nets={(i,π(i)),1≤i≤n}的最大不相交子集。-circuit wiring problem will be to determine which connections in the first layer, making this layer as much as possible on the log. In other words, the problem defined Traverse Set Nets = ((i, (i)), 1 i n) is not the largest subset of the intersection.