JAVA多线程编程

启动并控制其它Exe程序，在一个进程中启动另外一个程序。适合与初学者。-initiate and control other Exe procedures, in a process launched another procedure. Fit and beginners.

线程定时器，对内核定时器的线程包装-threads timer, the timer kernel threads packaging

编译原理-内存管理-compiler theory-Memory Management

本程序模拟进程管理，类似windows里的进程管理界面，但是只是模拟各种状态的转换以及cpu的分配，有利于在学习os时对进程加深理解-the simulation process management, and similar windows Lane process management interface, but only to simulate a state of the allocation of cpu is conducive to the learning process right when os deepen understanding

此为操作系统实验:进程同步机制的模拟实现. 报告中有 程序流程图 解题思路 部分主要源码等!! 简介:进程是程序在一个数据集合上运行的过程，进程是并发执行的，也即系统中的多个进程轮流地占用处理器运行。 我们把如干个进程都能进行访问和修改地那些变量成为公共变量。由于进程是并发执行的，所以，如果对进程访问公共变量不加限制，那么就会产生“与时间有关”的错误，即进程执行后，所得到的结果与访问公共变量的时间有关。为了防止这类错误，系统必须要用同步机构来控制进程对公共变量的访问。一般说，同步机构是由若干条原语――同步原语――所组成。本实验要求学生模拟PV操作同步机构的实现，模拟进程的并发执行，了解进程并发执行时同步机构的作用。-operating system for this experiment : the process synchronization mechanism Simulation. A report flowchart Oklahoma as part of the main source! ! Description : The process is procedural in a data set on the process of operation, the process is complicated by the implementation of the system that is the number of rotation process to deal with occupation Operation. We can process of stem out for a visit and to amend those variables as public variables. As the process is complicated by the implementation, so if the right to visit public process variables without restrictions, it will have a "Time" is wrong, the implementation process, the results obtained with the public

简单线程示例。适合初学者-threads simple example. For beginners

一个封装了线程模型的类-a package of thread-like model

一个比较简单的Windows进程管理器源代码,仅供参考-a relatively simple process management for Windows source code, for information purposes only

我们的操作系统实验的论文，内容好多，可以看看，-papar of os experiment,just try it

多进程的解决方案 ： 创建一个包含四个窗口的多任务模拟：第一个窗口必须显示一系列的递增偶数；第二个窗口必须显示一系列的递增素数；第三个窗口必须显示任意半径的圆；第四个窗口必须显示一系列的随机矩形。-multi-process solution : Create a window contains four multi-task simulation : a window to show a series of incremental even; The second window must show a series of incremental prime; The third window must demonstrate arbitrary radius of the circle; The fourth window must show a series of random Rectangular.