Tue May 20 21:22:12 2025

cvt_1d_lloyd_test():
  Python version: 3.10.12
  Test cvt_1d_lloyd()

cvt_1d_lloyd():
  python version: 3.10.12
  numpy version:  1.26.4
  Apply Lloyd's algorithm repeatedly to a set of N points
  in a 1D interval, seeking the Centroidal Voronoi 
  Tessellation (CVT) solution.

  Number of generators is 10
  Number of iterations is 20
  Initialization option is 1
  Optional prefix for graphics files is "random_"

  Initial generators:

     0     0.0574632
     1      0.135803
     2      0.252577
     3      0.333872
     4        0.3919
     5      0.542234
     6      0.622457
     7      0.630579
     8      0.830976
     9      0.945109

  Final generators:

     0     0.0471452
     1      0.141455
     2      0.235906
     3      0.330845
     4      0.426887
     5      0.524839
     6      0.625482
     7      0.729274
     8      0.836087
     9      0.945094
  Graphics saved as "random_energy.png".
  Graphics saved as "random_motion.png".
  Graphics saved as "random_evolution.png".

cvt_1d_lloyd():
  python version: 3.10.12
  numpy version:  1.26.4
  Apply Lloyd's algorithm repeatedly to a set of N points
  in a 1D interval, seeking the Centroidal Voronoi 
  Tessellation (CVT) solution.

  Number of generators is 10
  Number of iterations is 20
  Initialization option is 2
  Optional prefix for graphics files is "squashed_"

  Initial generators:

     0          0.01
     1     0.0111111
     2     0.0122222
     3     0.0133333
     4     0.0144444
     5     0.0155556
     6     0.0166667
     7     0.0177778
     8     0.0188889
     9          0.02

  Final generators:

     0     0.0032498
     1     0.0112221
     2     0.0243716
     3     0.0484786
     4     0.0920218
     5      0.165491
     6      0.278978
     7      0.438382
     8      0.641588
     9      0.876636
  Graphics saved as "squashed_energy.png".
  Graphics saved as "squashed_motion.png".
  Graphics saved as "squashed_evolution.png".

cvt_1d_lloyd_test():
  Normal end of execution.
Tue May 20 21:22:13 2025