The mainly works include: research on the application of linear network coding in cooperative communication system.
本文的主要工作：研究了线性网络编码在协作通信系统中的应用。
The thesis focuses on two facets of maximum decodable linear network coding: the computing complexity and the constructing method.
本文主要研究了最大可解线性网络编码的计算复杂性与构造方法。
The main works in this paper are shown as follows: 1. Network coding technology is introduced especially random linear network coding.
本文主要完成的工作有：1、介绍了网络编码技术，着重介绍了随机线性网络编码。
Then states a detailed explanation about linear network coding, introduces two construction ways and encoding symbol bounds respectively.
然后对线性网络编码理论进行了详细的阐述，介绍了线性网络编码的两种构造方式及各自的符号界。
Aiming at random linear network coding, this paper proposes an error control method which combines point-point checking error and end-end retransmission.
针对随机线性网络编码，提出点-点检错和端-端重传相结合的差错控制方法。
Finally, it achieves the throughput of each network, we can find out the directed acyclic network which has the maximum throughput and construct the linear network coding for it.
最后求得各有向无环网络的组播容量，找出具有最大组播容量的无环组播网络进行线性网络编码构造。
A kind of series connection correction network is designed, which can obtain high accuracy of guidance and stability and can greatly restrain the non-linear effect caused by laser coding.
本文设计了一种串联校正网络，可以保证比较高的制导精度和稳定性，并且可以较好地抑制激光编码带来的非线性的影响。
We use network coding, i. e. , allowing intermediate nodes to code, the problem can be formulated as a linear program problem and has a polynomial-time solution.
利用网络编码，允许中间节点进行信息编码，最小能量广播问题可以转化为一个线性规划问题，并且具有一个多项式时间解。
We use network coding, i. e. , allowing intermediate nodes to code, the problem can be formulated as a linear program problem and has a polynomial-time solution.
利用网络编码，允许中间节点进行信息编码，最小能量广播问题可以转化为一个线性规划问题，并且具有一个多项式时间解。
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