Block and convolutional turbo coding, concatenated coding, space-time coding Dr. Liew Tong Hooi |
Figure 3 : Performance of the turbo BCH(63,57) code for different number of iterations using BPSK over the AWGN channels. The associated Shannon limit of the respective coding rate is also shown. Turbo coding is a novel form of channel coding capable of achieving a performance near the Shannon limit. Generally, so-called Recursive Systematic Convolutional codes are used as their component codes. However, block codes can also be employed as their component codes and they have been shown to perform impressively even at near-unity coding rates. Generally, block codes are appropriate for high rates and convolutional codes for rates below 2/3. In the early stage of Tong Hooi's research, binary BCH block codes were investigated and used as the component codes in turbo block codes. Figure 3 shows that we can achieve impressive results by iterative decoding of the turbo code. At a BER of 10^{-5} the performance of the turbo BCH(63,57) code is only 1.1 dB away from the Shannon limit. The family of so-called Redundant Residue Number System (RRNS) codes also constitutes an exciting subject of my research, where substantial performance advantages were achieved upon contriving their turbo decoding. Tong Hooi's recent interests are focused on the class of space-time codes. |