Papers

• Quantitative characterization of electron micrograph image using fractal feature
  Chan, K.L.;
  Biomedical Engineering, IEEE Transactions on , Volume: 42 , Issue: 10 , Oct. 1995 
  Pages:1033 - 1037
  
  Consideration of the method of image diagnosis with respect to frontal lobe atrophy
  Sato, K.; Sugawara, K.; Narita, Y.; Namura, I.;
  Nuclear Science, IEEE Transactions on , Volume: 43 , Issue: 6 , Dec. 1996 
  Pages:3230 - 3239
  Fractal feature analysis and classification in medical imaging
  Chen, C.-C.; DaPonte, J.S.; Fox, M.D.;
  Medical Imaging, IEEE Transactions on , Volume: 8 , Issue: 2 , June 1989 
  Pages:133 - 142
  On the relationship between fractal dimension and the performance of multi-resonant dipole antennas using Koch
  curves
  Vinoy, K.J.; Abraham, J.K.; Varadan, V.K.;
  Antennas and Propagation, IEEE Transactions on , Volume: 51 , Issue: 9 , Sep 2003 
  Pages:2296 - 2303 
  
  Suboptimal minimum cluster volume cover-based method for measuring fractal dimension
  Tolle, C.R.; McJunkin, T.R.; Gorsich, D.J.;
  Pattern Analysis and Machine Intelligence, IEEE Transactions on , Volume: 25 , Issue: 1 , Jan. 2003 
  Pages:32 - 41 
  
  A comparison of waveform fractal dimension algorithms
  Esteller, R.; Vachtsevanos, G.; Echauz, J.; Litt, B.;
  Circuits and Systems I: Fundamental Theory and Applications, IEEE Transactions on , Volume: 48 , Issue: 2 , Feb. 2001 
  Pages:177 - 183
  http://www.riccx.com/j/paper/1995-4.pdf
  
  Scattering from a 2D sea fractal surface: fractal analysis of the scattered signal
  Berizzi, F.; Dalle-Mese, E.;
  Antennas and Propagation, IEEE Transactions on , Volume: 50 , Issue: 7 , July 2002 
  Pages:912 - 925
  An artificial intelligent algorithm for tumor detection in screening mammogram
  Lei Zhen; Chan, A.K.;
  Medical Imaging, IEEE Transactions on , Volume: 20 , Issue: 7 , July 2001 
  Pages:559 - 567
  
  An efficient differential box-counting approach to compute fractal dimension of image
  Sarkar, N.; Chaudhuri, B.B.;
  Systems, Man and Cybernetics, IEEE Transactions on , Volume: 24 , Issue: 1 , Jan. 1994 
  Pages:115 - 120 
  
  Fractal dimension in the analysis of medical images
  Fortin, C.S.; Kumaresan, R.; Ohley, W.J.; Hoefer, S.;
  Engineering in Medicine and Biology Magazine, IEEE , Volume: 11 , Issue: 2 , June 1992 
  Pages:65 - 71
  
  On the imaging of fractal surfaces
  Kube, P.; Pentland, A.;
  Pattern Analysis and Machine Intelligence, IEEE Transactions on , Volume: 10 , Issue: 5 , Sept. 1988 
  Pages:704 - 707
  
  http://www.padova.infm.it/pra/natmaterials.pdf 
  
  Fractal analysis of the signal scattered from the sea surface
  Berizzi, F.; Dalle-Mese, E.;
  Antennas and Propagation, IEEE Transactions on , Volume: 47 , Issue: 2 , Feb. 1999 
  Pages:324 - 338
   

• Estimating fractal dimension with fractal interpolation function models (1997)
  Penn, A.I.; Loew, M.H.;
  Medical Imaging, IEEE Transactions on , Volume: 16 , Issue: 6 , Dec. 1997 Pages:930 - 937
   

• Modeling of lung morphogenesis using fractal geometries (1988)
  Nelson, T.R.; Manchester, D.K.;
  Medical Imaging, IEEE Transactions on , Volume: 7 , Issue: 4 , Dec. 1988 Pages:321 - 327
  
  On the fractal dimension of computer programs and its application to the prediction of the cache miss ratio (1989)
  Thiebaut, D.;
  Computers, IEEE Transactions on , Volume: 38 , Issue: 7 , July 1989 Pages:1012 - 1026
   

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