08-Jan-2022 10:38:45

triangle_histogram_test():
  MATLAB/Octave version 9.8.0.1380330 (R2020a) Update 2
  Test triangle_histogram().
08-Jan-2022 10:38:45

TRIANGLE_HISTOGRAM
  MATLAB/Octave version 9.8.0.1380330 (R2020a) Update 2
  Compute a histogram for data in the reference triangle.

  Read the header of ""b10000.txt".

  Spatial dimension DIM_NUM = 2
  Number of points DATA_NUM = 10000

  Read the data in ""b10000.txt".

  First 5 data points:

  Row:       1             2       
  Col
    1     0.335052    0.236455
    2     0.604310    0.201596
    3     0.127560    0.328042
    4     0.542336    0.116403
    5     0.641555    0.227919

  Data from file "b10000.txt".
  Number of points = 10000

  Triangle refinement level N = 4
  Number of triangles = 16

  Counting number of points in each subtriangle:

  Minimum  = 175
  Average  = 625.000000
  Maximum  = 1701
  Variance = 191286.941176

     COUNT

    1       175
    2       349
    3       554
    4       575
    5       572
    6      1088
    7      1118
    8      1701
    9       561
   10       356
   11       178
   12       533
   13      1123
   14       368
   15       554
   16       195

  Number of out-of-range points =        0

TRIANGLE_HISTOGRAM
  Normal end of execution.

08-Jan-2022 10:38:45
08-Jan-2022 10:38:45

TRIANGLE_HISTOGRAM
  MATLAB/Octave version 9.8.0.1380330 (R2020a) Update 2
  Compute a histogram for data in the reference triangle.

  Read the header of ""g10000.txt".

  Spatial dimension DIM_NUM = 2
  Number of points DATA_NUM = 10000

  Read the data in ""g10000.txt".

  First 5 data points:

  Row:       1             2       
  Col
    1     0.385592    0.285758
    2     0.039898    0.303314
    3     0.455881    0.376799
    4     0.228634    0.592896
    5     0.098222    0.011329

  Data from file "g10000.txt".
  Number of points = 10000

  Triangle refinement level N = 4
  Number of triangles = 16

  Counting number of points in each subtriangle:

  Minimum  = 567
  Average  = 625.000000
  Maximum  = 682
  Variance = 23819.316176

     COUNT

    1       586
    2       635
    3       628
    4       609
    5       656
    6       640
    7       616
    8       567
    9       582
   10       622
   11       682
   12       627
   13       653
   14       644
   15       645
   16       608

  Number of out-of-range points =        0

TRIANGLE_HISTOGRAM
  Normal end of execution.

08-Jan-2022 10:38:45

triangle_histogram_test():
  Normal end of execution.

08-Jan-2022 10:38:45