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Volume 23 Issue 6
Jun.  2001
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Ouyang Congxing, Le Guangxin . DIGITAL CHANNEL BLIND ESTIMATION USING VITERBI ALGORITHM AND THE BRANCH TRANSITION RULES OF TRELLIS[J]. Journal of Electronics & Information Technology, 2001, 23(6): 528-532.
Citation: Ouyang Congxing, Le Guangxin . DIGITAL CHANNEL BLIND ESTIMATION USING VITERBI ALGORITHM AND THE BRANCH TRANSITION RULES OF TRELLIS[J]. Journal of Electronics & Information Technology, 2001, 23(6): 528-532.

DIGITAL CHANNEL BLIND ESTIMATION USING VITERBI ALGORITHM AND THE BRANCH TRANSITION RULES OF TRELLIS

  • Received Date: 1999-03-11
  • Rev Recd Date: 2000-03-28
  • Publish Date: 2001-06-19
  • A novel discrete-time digital channel blind estimation algorithm is proposed, which reduces the complexity of the optimal estimation considerably by using the one-step branch transition rules of trellis. In this paper, the optimal estimation algorithm based on the maximum likelihood sequence estimation is introduced first. Then the idea of selecting trellises based on the one-step branch transition rules in a trellis is explained. Following the presentation of the novel channel blind estimation algorithm, the performance of this algorithm is studied with computer simulation.
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  • Y.Sato,A method of self-recovering equalizations for multilcvel amplitude-modutation systems,IEEE Trans.on Conun.1975,COM-23(6):679-682[2]D.X.Godard,Self-recovering equalization and carrier tracking in two-dimensilual data commu-nicalions systems .IEEE Trans.on Comun.1980.COM-28(1),1876-1875[3]G.Picci.G.Prati,Blind equalization and carrier recovery using a stop-iund-go decision and directed alsorithm;IEEE Trans .on Coun,1987,COM-35(9),877-887[4]L.Tong .G.Xu,T.Kailath.Blind identification and equalization based on second-order statistics.IEEE.Trans.on Info.Theory,1994 ,IT-40(3),340-349[5]X.Seshardri.Joint data and channel estimarion using blind treilis search techniques,IEEE Trans.on Coum,1991,COM-42(3):1000-1011[6]J.G.Proakis,Digital Communication,3rd edition,New York:McGraw-Hill.1995,675[7]J.B.Anderson,S.Mohan,Sequential coding algorthms,a surevy and cost analysis,IEEE Trans.on Comun.1984,COM-32(2),1689-1696[8]F.Suong.B-H.Juang Optimal quantization of LSP parameters,IEEE Trans.on Speech and Audio Processing,1993,11(1):15-24.
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