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矢量量化的遗传k-均值算法 被引量:3

Genetic k-means Algorithm for Vector Quantization
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摘要 提出了一种遗传k-均值算法,该算法通过改进标准遗传操作及采用可变变异率,使 其在矢量量化应用中表现出很好的性能。实验证明,该算法能够获得质量高于k-均值和模糊 k-均值算法的矢量量化码书,为设计全局最优码书提供了新思路。 A genetic k-means algorithm for vector quantization is proposed in t his paper. By using k-means algorithm as a novel genetic crossover operator, thi s algorithm shows superior performance for image vector quantization in comparis on with k-means and fuzzy k-means algorithms. Also, a variable mutation rate is demonstrated to be helpful for improving the algorithm performance. This hybrid algorithm gives an idea to the combination of GA and conventional technologies f or solving more complex problem.
作者 刘伟 王磊
出处 《计算机工程》 CAS CSCD 北大核心 2003年第21期94-96,共3页 Computer Engineering
关键词 矢量量化 遗传算法 模糊 K-均值 Vector quantization Genetic algorithm Fuzzy K-means
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参考文献9

  • 1[1]Gray R. VectorQuantization. IEEE ASSP Magazine, 1984, 1(2)
  • 2[2]Nasrabadi N, King R. Image Coding Using Vector Quantization: A Review. IEEE Trans. Commun., 1988, 36(8)
  • 3[3]Linde Y, Buzo A, Gray R. An Algorithm for Vector Quantizer Design.IEEE Trans. Commun., 1980, 28( 1 )
  • 4[4]Karayiannis N B, Pin-I Pai. Fuzzy Vector Quantization Algorithms and Their Application in Image Compression. IEEE Trans. IP., 1995, 4(9)
  • 5[5]Delport V, Koschorreck N. Genetic Algorithm for Codebook Design in Vector Quantisation. Electronics Letters, 1995, 31(2)
  • 6[6]Pan J S, Mcinnes F R, Jack M A. VQ Codebook Design Using Genetic Algorithms. Electronics Letters, 1995, 31,(17)
  • 7[7]Davis L. Handbook of Genetic Algorithms. Van Nostrand Reinhold,New York, 1991
  • 8[8]Bhandari D, Murthy C A, Pal S K. Genetic Algorithm with Elitist Model and Its Convergence. International Journal of Pattern Recognition Artificial Intelligence, 1996
  • 9[9]Equitz W H. A New Vector Quantization Clustering Algorithm. IEEE Trans. ASSP, 1989, 37(10): 1568-1575

同被引文献20

  • 1Ehara H,Morii T,Oshikiri M et al.Predictive VQ for bandwidth scalable LSP quantization[C].ICASSP 05,IEEE International Conference on Volume 1,March 18-23,2005,137-140.
  • 2Lu Zhe-ming,Xu Dian-guo,Sun Sheng-he.Multipurpose image watermarking algorithm based on multistage vector quantization[C].Image Processing,IEEE Transactions,June 2005,14(6):822-831.
  • 3MacQueen J.Some methods for classification and analysis of multivariate observations[C].Proceedings of the Fifth Berkeley Symposium on Math.Stat.and Prob.,1967,1:281-296.
  • 4Delport V,Koschorreck N.Genetic algorithm for codebook design in vector quantisation[J].Electronics Letters,1995,31(2):84-85.
  • 5Pan J S,Mcinnes F R,Jack M A.VQ codebook design using genetic algorithms[J].Electronics Letters,1995,31(17):1418-1419.
  • 6Huang Hsiang-Cheh,Pan Jeng-Shyang,Lu Zhe-ming,et al.Vector quantization based on genetic simulated annealing[J].Signal Processing,2001,81(7):1513-1523.
  • 7Yao X,Liu Y,Lin G.Evolutionary programming made faster[J].IEEE Transactions on Evolutionary Computation,July 1999,3(2):82-102.
  • 8Lu Q,Yao X.Clustering and learning gaussian distribution for continuous optimization[J].IEEE Transactions on Systems,Man,and Cybernetics,Part C,May 2005,35(2):195-204.
  • 9Lloyd S.Least squares quantization in PCM[J].Information Theory,IEEE Transactions,Mar 1982,28(2):129-137.
  • 10Linde Y,Buzo A,Gray R M.An algorithm for vector quantizer design[J].IEEE Transactions on Communication,1980,28(1):84-95.

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