О свойствах эмпирической решеточной фрактальной размерности изображений

Н. С.Поликарпова


  1. Barnsley М. Fractals Everywhere, Academic Press Inc., San Diego, 1988.
  2. Chen S.S., Keller JM.M., Crownover R.M. On the Calculation of Fractal Features from Images, IEEE Trans. Patt. Anal. Machine Intell., V.15, N 10, pp.1087 - 1090, October 1993.
  3. Huang Q., Lorch JM.R., Dubes R.C. Can the Fractal Dimension of Images be Measured?, Pattern Recognition, Vol. 27, N 3, pp. 339-349, 1994.
  4. Keller JM.M., S.Chen, Crownover R.M. Texture Description trough Fractal Geometry, Comput. Vision Graphics Image Processing, V 45, pp.150 - 166, 1989.
  5. Liebovitch L.S., Toth Т. A Fast Algorithm to Determine Fractal Dimension by Box Counting, Phys. Lett., A 141, pp. 386-390, 1989.
  6. Polikarpova N.S. On the Use of the Features Based on the Calculation of the Fractal Dimension in the Analysis and Recognition of Fingerprints, Pattern Recognition and Image Analysis: Advances in Math. Theory and Applications, V.3 N 3, pp.366-373, September 1993.
  7. Voss R. Random Fractals: Characterization and Measurment, in Scaling Phenomena in Disordered Systems (R. Pynn and A. Skjelyorp, Eds.) Plenum, New York, 1986.

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