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. 2018 Jul 3;18(7):2133. doi: 10.3390/s18072133

Table 4.

Data dispersion measurements and GOF test for TX1.

Description SCV ** n *** Lognormal Gamma Nakagami Weibull
(a) S1: (x: 1 to 60) m 1.126 3.099
CDF-GOF: AD * (Hypothesis test/statistic)
Input parameter: Shape
F/1.817
0.072
T/8.029
1.210
T/19.552
0.391
T/7.485
1.058
(b) S2: (x: 60 to 120) m 1.715 2.345
AD (Hypothesis test/statistic)
Shape factor
T/3.951
1.136
T/3.558
0.842
T/23.013
0.289
F/1.936
0.870
(c) S3: (x: 120 to 146) m 8.473 2.449
AD (Hypothesis test/statistic)
Shape factor
F/1.051
3.466
T/20.25
0.396
T/44.186
0.139
T/7.9071
0.541
(d) S1, S2, S3, S4 (x: 1 to 146) m
AD (Hypothesis test/statistic)
34.268 2.764 T/11.261 T/Inf T/Inf T/70.462
(e) S5, S6, S7 (x: 146 to 290) m
AD (Hypothesis test/statistic)
27.526 3.041 T/0.313 T/4.544 T/46.353 T/2.495
(f) S6: (x:146 to 170) m 6.691 2.377
AD (Hypothesis test/statistic)
Shape factor
F/0.878
3.987
T/19.259
0.479
T/46.353
0.161
T/8.437
0.609
(g) S7: (x: 170 to 230) m 1.826 2.284
AD (Hypothesis test/statistic)
Shape factor
F/1.639
1.507
T/7.946
0.827
T/34.403
0.282
T/4.809
0.855
(h) S8 (x: 230 to 290) m 1.225 3.610
AD (Hypothesis test/statistic)
Shape factor
F/1.342
0.013
T/4.658
1.149
T/18.919
0.370
T/4.668
1.029

AD *: Anderson-Darling test, SCV ** (Squared Coefficient of Variation), n *** (Path loss exponent). T = True, F = False (for hypothesis test)