1.
Research on Multithreading Concurrency of iDTV Software System and on Screen Display Design
iDTV软件系统多线程并发性和OSD设计研究
2.
The accomplishment of multi-pthread Communication Based on socket model in the Linux
Linux下基于socket多线程并发通信的实现
3.
Research on the Multi-thread Method to Improve Diversity in Compact Genetic Algorithm
多线程并行紧致遗传算法的种群多样性研究
4.
As multithreaded programming technology has advantages in exploiting parallelism and improving system performance, it has been quickly developed in recent years and widely used day by day.
多线程程序设计技术在开发并行性和提高系统性能等方面的应用日益广泛。
5.
Research and Development Passenger Flow Analysis Method Based on Multi-Thread Paralell Solution;
基于多线程并行求解的客流分析方法研发
6.
MultiThreads Concurrent Object-Oriented Model Based on MPS;
基于消息传递系统的多线程并发对象模型
7.
LINEARIZED MASS EQUATION FOR MULTI-STAGE VEHICLE WITH SERIES OR PARALLEL PROPULSION SYSTEM
串联与并联推进多级运载火箭线性化质量方程
8.
Design for Parallele Computation Components Based on Multi-core and Multi-threading
基于多核多线程的并行计算组件设计
9.
Developing variety not excludedfrom the process of globalization;
全球化进程并不排斥发展道路的多样性
10.
Symplectic and Multi-symplectic Algorithms to Some Nonlinear Evolution Equations;
一些非线性发展方程（组）的辛和多辛算法
11.
Wavelet method for solving one-dimensional and multi-dimensional nonlinear evolution equations
解一维及多维非线性发展方程的小波方法
12.
Replay events using multiple threads. This option optimizes performance and disables debugging.
使用多线程重播事件。此选项优化性能并禁用调试。
13.
Research on Virtual Plant Based on Multithreading Parallel Mechanism;
基于多线程并行机制的虚拟植物研究
14.
Realizes the Parallel Computation of Matrix Multiplication with the Multi-threading(JAVA);
JAVA多线程实现矩阵乘法的并行计算
15.
A CABAC Parallel Encoding Method for Multithreading
基于多线程的CABAC并行编码方法
16.
ASE-I parallel numerical method for a class of nonlinear evolution equation
一类非线性发展方程的交替分段显隐并行数值方法
17.
Nonlinear adaptive multigrid FEM for simulating multi-step excavation process was studied.
开发了模拟多步开挖过程的非线性自适应多重网格有限元方法。
18.
To see what error was engendered in the process, we now allow Ni to differ from Ne and use the linearized Poisson equation.
为了研究在这个过程中引起了多少误差，我们让ni与ne不相同，并用线性化的泊松方程。