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📄 koch.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: koch.dat.Getting the embedding dimension ...Embedding Dimension taken to be: 2Finding max and min values in data ...Minimum value in input file is: -1.000000 ...Maximum value in input file is: 1.000000 ...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         3072          11.58496    11.58496             11.58496        1         3072          11.58496    11.58496             11.58496        2         3072          11.58496    11.58496             11.58496        3         3072          11.58496    11.58496             11.58496        4         3072          11.58496    11.58496             11.58496        5         3072          11.58496    11.58496             11.58496        6         3072          11.58496    11.58496             11.58496        7         3072          11.58496    11.58496             11.58496        8         3072          11.58496    11.58496             11.58496        9         3072          11.58496    11.58496             11.58496       10         3072          11.58496    11.58496             11.58496       11         3072          11.58496    11.58496             11.58496       12         3072          11.58496    11.58496             11.58496       13         3072          11.58496    11.58496             11.58496       14         3072          11.58496    11.58496             11.58496       15         3072          11.58496    11.58496             11.58496       16         3072          11.58496    11.58496             11.58496       17         3072          11.58496    11.58496             11.58496       18         3072          11.58496    11.58496             11.58496       19         3072          11.58496    11.58496             11.58496       20         3072          11.58496    11.58496             11.58496       21         3072          11.58496    11.58496             11.58496       22         3072          11.58496    11.58496             11.58496       23         3072          11.58496    11.58496             11.58496       24         2660          11.37721    11.31231             11.22888****************************************************************************       25         1332          10.37938    10.20093             10.05683       26          566           9.14466     8.92491              8.79624       27          210           7.71425     7.47647              7.37632       28           94           6.55459     6.26584              6.11553       29           40           5.32193     5.07558              4.93563       30           14           3.80735     3.57718              3.49477****************************************************************************       31            4           2.00000     2.00000              2.00000       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             0.00000       0.00000                 0.00000      19             0.00000       0.00000                 0.00000      20             0.00000       0.00000                 0.00000      21             0.00000       0.00000                 0.00000      22             0.00000       0.00000                 0.00000      23             0.20775       0.27265                 0.35609      24             0.99783       1.11138                 1.17204****************************************************************************      25             1.23472       1.27602                 1.26059      26             1.43041       1.44844                 1.41992      27             1.15966       1.21063                 1.26079      28             1.23266       1.19026                 1.17990      29             1.51457       1.49840                 1.44086****************************************************************************      30             1.80735       1.57718                 1.49478      31             2.00000       2.00000                 2.0000025 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)   =  1.29966Fractal Dimension (Information) =  1.31078Fractal Dimension (Correlation) =  1.30437****************************************

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