October 30 2001   8:50:40.310 AM
  
 CVT_PARK_PRB
   A sample problem for the probabilistic
   sized Centroidal Voronoi Tesselation algorithm.
  
   Given a region in 2D, the problem is to determine
   GENERATORS, a set of points which define a division
   of the region into Voronoid cells, which are also CENTROIDS
   of the Voronoi cells, and which have a certain SIZE.
  
  
 Geometry parameters:
 -------------------
  
   The spatial dimension is DIM_NUM =  1
  
   The minimum corner of the bounding box is:
    0.0000
   The maximum corner of the bounding box is:
   10.0000
  
 CVT Algorithm parameters:
 -------------------------
  
   The number of Voronoi cells to generate:  2
   Number of iterations to determine CVT:  4
   Total number of sampling points:  100
  
   The CVT cell sizes are:
  
 1,  20
 2,  80
  
   Cell size sum =  100
  
  
 Nearest Neighbor Search parameters:
 -----------------------------------
  
   The nearest neighbor search is not speeded up.
   The nearest neighbor search is done by exhaustion.
  
  
 Miscellaneous parameters:
 ------------------------
  
   Generator and moment output files will NOT be written.
  
  
 RANDOM_INITIALIZE
   Initialize RANDOM_NUMBER with arbitrary SEED =  753381437
  
   Initializing the cell generators.
  
   Carry out the CVT iteration.
  
 Cell generators:
  
   1       2.585978
   1       0.863681
   2       9.689285
   2       5.514483
  
 Cell generators:
  
   1       0.863681
   2       5.514483
  
   Volume of bounding box is      10.
   Estimated volume of region is  10.
  
   Desired, Actual, Discrepancy (D-A)/Region:
  
 1,  2.,  2.5,  5.000000075E-2
 2,  8.,  7.5,  5.000000075E-2
  
 Total discrepancy is  0.100000001
  
 Cell generators:
  
   1       0.863681
   1       1.484069
   2       5.514483
   2       6.197137
  
 Cell generators:
  
   1       1.484069
   2       6.197137
  
   Volume of bounding box is      10.
   Estimated volume of region is  10.
  
   Desired, Actual, Discrepancy (D-A)/Region:
  
 1,  2.,  3.5999999,  0.159999996
 2,  8.,  6.4000001,  0.159999996
  
 Total discrepancy is  0.319999993
  
 Cell generators:
  
   1       1.484069
   1       1.944253
   2       6.197137
   2       6.407822
  
 Cell generators:
  
   1       1.944253
   2       6.407822
  
   Volume of bounding box is      10.
   Estimated volume of region is  10.
  
   Desired, Actual, Discrepancy (D-A)/Region:
  
 1,  2.,  4.19999981,  0.219999984
 2,  8.,  5.80000019,  0.219999984
  
 Total discrepancy is  0.439999968
  
 Cell generators:
  
   1       1.944253
   1       2.121216
   2       6.407822
   2       5.244931
  
 Cell generators:
  
   1       2.121216
   2       5.244931
  
   Volume of bounding box is      10.
   Estimated volume of region is  10.
  
   Desired, Actual, Discrepancy (D-A)/Region:
  
 1,  2.,  3.70000005,  0.170000002
 2,  8.,  6.30000019,  0.169999987
  
 Total discrepancy is  0.339999974