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Volume 19 Issue 2
Mar.  1997
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Fan Pingyi, Cao Zhigang. A MATRIX ALGORITHM FOR COMPUTING THE FREE SPACE DISTANCE OF TCM SIGNAL SEQUENCE[J]. Journal of Electronics & Information Technology, 1997, 19(2): 224-230.
Citation: Fan Pingyi, Cao Zhigang. A MATRIX ALGORITHM FOR COMPUTING THE FREE SPACE DISTANCE OF TCM SIGNAL SEQUENCE[J]. Journal of Electronics & Information Technology, 1997, 19(2): 224-230.

A MATRIX ALGORITHM FOR COMPUTING THE FREE SPACE DISTANCE OF TCM SIGNAL SEQUENCE

  • Received Date: 1995-07-18
  • Rev Recd Date: 1996-06-18
  • Publish Date: 1997-03-19
  • The problem of computing the free distance of TCM signal sequence has been discussed, a new algorithm--the matrix algorithm, is proposed, and the estimation problem of state transition number required for computing the free distance of TCM signal sequence has been theoretically solved. The matrix algorithm is derived from the Viterbi algorithm, and is an implementation of Viterbi algorithm in the form of matrix. Compared with other algorithms, the matrix algorithm gains two advantages: (1) The explicit solution, and its relatively less complexity. (2) more flexible ability to the signal space distance variation. As some examples, the results of some TCM signal sequence on additive Gaussian white noise(AWGN) channel and fading channels have been presented.
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  • Rouanne M, Costello D J. An algorithm for computing the distance sprectrum of trellis codes. IEEE J. of SAC, 1989, SAG7(6): 929-940.[2]Biglieri E, Divsalar D,et al. Introduction to trellis-coded modulation with applications. New York:[3]Macmillan Publishing Company, 1991: 125-145.[4]樊平毅,曹志刚.广义准正则格形码距离谱的计算中国通信学会第四届年会,北京:1995,741-745.[5]Ungerboeck G. Channel coding with multilevel/phase signals. IEEE Trans. on IT, 1988, IT-34(5): 1123-1151.[6]Divalar D, Simon M K. The design of trellis codes for fading channels. IEEE Trans. on C, 1988, 636(9): 1004-1012.
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