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📄 perf.rep

📁 分形维数的估算软件FD3
💻 REP
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******************************************************************  FRACTAL DIMENSION REPORT -- by fd software (DiFalco/Sarraille)******************************************************************Reporting on file named: perf.dat.Getting the embedding dimension ...Embedding Dimension taken to be: 1Finding max and min values in data ...Minimum value in input file is: 0.000000 ...Maximum value in input file is: 0.992188 ...32 different cell sizes will be used ...Data will be shifted and re-scaled so that minimum coordinatevalue is ZERO and maximum coordinate value is: 4294967295 ...Allocating storage ... Done ...Initializing queues ... Done ...Loading data ... Done ...Sorting the data ... Done ... Doing sweep to get counts ... Done ...[log(epsl)]  [CellCount]  [log(CellCount)]  [informtn]  [-log(SumSqrFreqs)] = [log(e)]   = [N(e)]      = [logN(e)]      = [I(e)]     = [-logSSF(e)]        0         2187          11.09474    11.09474             11.09474        1         2187          11.09474    11.09474             11.09474        2         2187          11.09474    11.09474             11.09474        3         2187          11.09474    11.09474             11.09474        4         2187          11.09474    11.09474             11.09474        5         2187          11.09474    11.09474             11.09474        6         2187          11.09474    11.09474             11.09474        7         2187          11.09474    11.09474             11.09474        8         2187          11.09474    11.09474             11.09474        9         2187          11.09474    11.09474             11.09474       10         2187          11.09474    11.09474             11.09474       11         2187          11.09474    11.09474             11.09474       12         2187          11.09474    11.09474             11.09474       13         2187          11.09474    11.09474             11.09474       14         2187          11.09474    11.09474             11.09474       15         2187          11.09474    11.09474             11.09474       16         2187          11.09474    11.09474             11.09474       17         2187          11.09474    11.09474             11.09474       18         2187          11.09474    11.09474             11.09474       19         2123          11.05189    11.03621             11.01268       20         1867          10.86651    10.77284             10.62962       21         1403          10.45430    10.20298              9.87518****************************************************************************       22          891           9.79928     9.38089              8.93666       23          495           8.95128     8.43801              7.95863       24          255           7.99435     7.46842              6.98739       25          128           7.00000     6.51269              6.04309       26           64           6.00000     5.55635              5.14275       27           32           5.00000     4.60879              4.25988       28           16           4.00000     3.67902              3.39855       29            8           3.00000     2.75670              2.54597       30            4           2.00000     1.83705              1.69647****************************************************************************       31            2           1.00000     0.91830              0.84800       32            1           0.00000     0.00000              0.00000Two-Point Estimates of FD's:[log(e)]  [logN(e)-logN(2e)]  [I(e)-I(2e)]  [logSSF(2e)-logSSF(e)]       0             0.00000       0.00000                 0.00000       1             0.00000       0.00000                 0.00000       2             0.00000       0.00000                 0.00000       3             0.00000       0.00000                 0.00000       4             0.00000       0.00000                 0.00000       5             0.00000       0.00000                 0.00000       6             0.00000       0.00000                 0.00000       7             0.00000       0.00000                 0.00000       8             0.00000       0.00000                 0.00000       9             0.00000       0.00000                 0.00000      10             0.00000       0.00000                 0.00000      11             0.00000       0.00000                 0.00000      12             0.00000       0.00000                 0.00000      13             0.00000       0.00000                 0.00000      14             0.00000       0.00000                 0.00000      15             0.00000       0.00000                 0.00000      16             0.00000       0.00000                 0.00000      17             0.00000       0.00000                 0.00000      18             0.04285       0.05853                 0.08206      19             0.18538       0.26337                 0.38306      20             0.41221       0.56985                 0.75444      21             0.65502       0.82210                 0.93851****************************************************************************      22             0.84800       0.94287                 0.97803      23             0.95693       0.96959                 0.97124      24             0.99435       0.95574                 0.94430      25             1.00000       0.95633                 0.90034      26             1.00000       0.94756                 0.88287      27             1.00000       0.92978                 0.86132      28             1.00000       0.92231                 0.85258      29             1.00000       0.91966                 0.84951****************************************************************************      30             1.00000       0.91875                 0.84847      31             1.00000       0.91830                 0.8480022 is the smallest cell size used in the overall dimension estimatesbelow.  The largest cell size is 30.  Data above corresponding tothis range is between rows of asterisks.Least-Square Estimates based on Indicated Cell Range:Fractal Dimension  (Capacity)   =  0.98399Fractal Dimension (Information) =  0.94503Fractal Dimension (Correlation) =  0.90266****************************************

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