IEEE Communications Letters

• 
Quantum Network Coding Based on Controlled Teleportation
  Shang, Tao ; Zhao, Xiao-Jie ; Liu, Jian-Wei 

• 
A Note on the Multiple-Unicast Network Coding Conjecture 

  Yang, Yu ; Yin, Xunrui ; Chen, Xiubo ; Yang, Yixian ;
  Li, Zongpeng


IEEE Transactions On Wireless Communications

• Delay and Throughput Analysis of a Two-Way Opportunistic Network Coding-Based Relay Network
  Amerimehr, Mohammad H. ; Ashtiani, Farid


Journal Of Optical Communications and Networking

• Implementing network coding in service interoperability Ethernet passive optical network (IEEE P1904.1 SIEPON) 
 

  Zhao, Jijun ; Feng, Nan ; Liu, Xin ; Bai, Wei ; Maier, Martin

Source: IEEE Comunications Society’s Publications Contents Digest

Earlier this year at ICC 2013 in Budapest I presented a paper presenting our work on Network Coding over the 2^32 – 5 prime field.

Abstract:
Creating efficient finite field implementations has been an active research topic for several decades. Many applications in areas such as cryptography, signal processing, erasure coding and now also network coding depend on this research to deliver satisfactory performance. In this paper we investigate the use of prime fields with a field size of 2^32 − 5, as this allows implementations which combines high field sizes and low complexity. First we introduce the algorithms needed to apply prime field arithmetics to arbitrary binary data. After this we present the initial throughput measurements from a benchmark application written in C++. These results are finally compared to different binary and binary extension field implementations.
The results show that the prime field implementation offers a large field size while maintaining a very good performance. We believe that using prime fields will be useful in many network
coding applications where large field sizes are required.

Find the paper here.