July 2 2005 2:22:24.668 PM
TABLE_QUALITY:
(FORTRAN90 version):
Compute measures of uniform dispersion for a pointset.
Note: this routine assumes that the input pointset
is contained in the unit hypercube. If this is not
the case, then you must rewrite the routine
SAMPLE_ROUTINE
so that it properly returns sample points in your
region, with a uniform density, or a probability
density of your choosing.
The pointset was read from "cvt_07_00010.txt"
The sampling routine is "SAMPLE_HYPERCUBE_UNIFORM".
Spatial dimension DIM_NUM = 7
The number of points N = 10
The number of sample points NS = 100000
The random number SEED_INIT = 123456789
The minimum angle measure Alpha = (omitted)
Relative spacing deviation Beta = 0.14856532E-01
The regularity measure Chi = 3.2624051
2nd moment determinant measure D = 0.14855481E-13
The Voronoi energy measure E = 0.35524862
The mesh ratio Gamma = 1.0371308
The point distribution norm H = 1.0822025
The COV measure Lambda = 0.14094144E-01
The point distribution ratio Mu = 1.1124088
The cell volume deviation Nu = 1.2365112
The triangle uniformity measure Q = (omitted)
The Riesz 0-level energy R0 = 0.34664108
Nonintersecting sphere volume S = 0.55258159E-02
2nd moment trace measure Tau = 0.14846546E-01
Minimum spacing Gamma_min = 0.65182088
Average spacing Gamma_ave = 0.66379616
Maximum spacing Gamma_max = 0.67602352
Spacing standard deviate Gamma_std = 0.98617092E-02
TABLE_QUALITY:
Normal end of execution.
July 2 2005 2:22:27.236 PM