kolmogorov pagar alam

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statistik, Hujan rencana

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S KOLMOGOROV-SMIRNOV TEST, ONE SAMPLE

Data! Chart Statistics

113231152

92135

95183155118148109142120239

93 P smaller than

Conclusion: -2.00 -1.00 0.00 1.00 2.000.0

0.1

0.2

0.3

0.4

0.5

0.6

0.7

0.8

0.9

1.0

EXP cdf OBS cdf

z

cdf

B5
One of the first steps you should always perform is the evaluation of how good your data fit a given theoretical distribution, the most important being the Gaussian bell of normal distribution. This sheet displays the basics (count, average, standard deviation, skewness, kurtosis) and a one-sample Kolmogorov-Smirnov Test, calculating maximum absolute difference, maximum positive and negative differences, Kolmogorov-Smirnov's Z and the two-tail level of significance for this statistic.
D7
Use the Special Paste Values option if you copy/paste into the yellow range, to keep this sheet's original format.

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N 15

Avg 141.667

Std dev 45.875

Skew 1.099

Kurt 0.577

D max abs 0.186

D max+ 0.186

D max- 0.139

KS Z 0.719

P smaller than >0.200

0.000

Conclusion: Data are

normally

distributed

ggartz@mail.md

gerardoissa@hotmail.com

mgartz@gmail.com

Duplicates? KSMatrix Differentiator

N 5 113.000 0.000000000001

N 14 231.000 0.000000000002

N 11 152.000 0.000000000003

N 1 92.000 0.000000000004

N 8 135.000 0.000000000005

N 3 95.000 0.000000000006

N 13 183.000 0.000000000007

N 12 155.000 0.000000000008

N 6 118.000 0.000000000009

N 10 148.000 0.000000000010

N 4 109.000 0.000000000011

N 9 142.000 0.000000000012

N 7 120.000 0.000000000013

N 15 239.000 0.000000000014

N 2 93.000 0.000000000015

0.000000000016

0.000000000017

0.000000000018

0.000000000019

0.000000000020

0.000000000021

0.000000000022

0.000000000023

0.000000000024

0.000000000025

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0.000000001000

--- --- --- ---

AI , AK OBS

AI , AJ EXP

KSChartX KSChartY1 KSChartY2 Critical two tail values for D max

Rank-1/n N Data Ordered Z Rank/n from data

0.000 1 92 -1.50108595 0.067 0.139 N

0.067 2 93 -1.11077162 0.133 0.144 1

0.133 3 95 -0.84162123 0.200 0.155 2

0.200 4 109 -0.62292572 0.267 0.238 3

0.267 5 113 -0.4307273 0.333 0.266 4

0.333 6 118 -0.2533471 0.400 0.303 5

0.400 7 120 -0.08365173 0.467 0.318 6

0.467 8 135 0.08365173 0.533 0.442 7

0.533 9 142 0.2533471 0.600 0.503 8

0.600 10 148 0.4307273 0.667 0.555 9

0.667 11 152 0.62292572 0.733 0.589 10

0.733 12 155 0.84162123 0.800 0.614 11

0.800 13 183 1.11077162 0.867 0.816 12

0.867 14 231 1.50108595 0.933 0.974 13

0.933 15 239 1.000 0.983 14

15

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42

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45

46

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49

50

51

D crit 0.00000

Alpha >0.200

--- --- --- --- --- ---

Critical two tail values for D max

0.200 0.100 0.050 0.020 0.010 0.005 0.002 0.001

0.90000 0.95000 0.97500 0.99000 0.99500 0.99750 0.99900 0.99950

0.68337 0.77639 0.84189 0.90000 0.92929 0.95000 0.96838 0.97764

0.56481 0.63604 0.70760 0.78456 0.82900 0.86428 0.90000 0.92065

0.49265 0.56522 0.62394 0.68887 0.73424 0.77639 0.82217 0.85047

0.44698 0.50945 0.56328 0.62718 0.66853 0.70543 0.75000 0.78137

0.41037 0.46799 0.51926 0.57741 0.61661 0.65287 0.69571 0.72479

0.38148 0.43607 0.48342 0.53844 0.57581 0.60975 0.65071 0.67930

0.35831 0.40962 0.45427 0.50654 0.54179 0.57429 0.61368 0.64098

0.33910 0.38746 0.43001 0.47960 0.51332 0.54443 0.58210 0.60846

0.32260 0.36866 0.40925 0.45562 0.48893 0.51872 0.55500 0.58042

0.30829 0.35242 0.39122 0.43670 0.46770 0.49539 0.53135 0.55588

0.29577 0.33815 0.37543 0.41918 0.44905 0.47672 0.51047 0.53422

0.28470 0.32549 0.36143 0.40362 0.43247 0.45921 0.49189 0.51490

0.27481 0.31417 0.34890 0.38970 0.41762 0.44352 0.47520 0.49753

0.26589 0.30397 0.33750 0.37713 0.40420 0.42934 0.45611 0.48182

0.25778 0.29472 0.32733 0.36571 0.39201 0.41644 0.44637 0.46750

0.25039 0.28627 0.31796 0.35528 0.38086 0.40464 0.43380 0.45540

0.24360 0.27851 0.30936 0.34569 0.37062 0.39380 0.42224 0.44234

0.23735 0.27136 0.30143 0.33685 0.36117 0.38379 0.41156 0.43119

0.23156 0.26473 0.29408 0.32866 0.35241 0.37451 0.40165 0.42085

0.22517 0.25858 0.28724 0.32104 0.34426 0.36588 0.39243 0.41122

0.22115 0.25283 0.28087 0.31394 0.33666 0.35782 0.38382 0.40223

0.21646 0.24746 0.27490 0.30728 0.32954 0.35027 0.37575 0.39380

0.21205 0.24242 0.26931 0.30104 0.32286 0.34318 0.36787 0.38588

0.20790 0.23768 0.26404 0.29518 0.31657 0.33651 0.36104 0.37743

0.20399 0.23320 0.25908 0.28962 0.30963 0.33022 0.35431 0.37139

0.20030 0.22898 0.25438 0.28438 0.30502 0.32425 0.34794 0.36473

0.19680 0.22497 0.24993 0.27942 0.29971 0.31862 0.34190 0.35842

0.19348 0.22117 0.24571 0.27471 0.29466 0.31327 0.33617 0.35242

0.19032 0.21756 0.24170 0.27023 0.28986 0.30818 0.33072 0.34672

0.18732 0.21412 0.23788 0.26596 0.28529 0.30333 0.32553 0.34129

0.18445 0.21085 0.23424 0.26189 0.28094 0.29870 0.32058 0.33611

0.18171 0.20771 0.23076 0.25801 0.27577 0.29428 0.31584 0.33115

0.17909 0.20472 0.22743 0.25429 0.27271 0.29005 0.31131 0.32641

0.17659 0.20185 0.22425 0.25073 0.26897 0.28600 0.30597 0.32187

0.17418 0.19910 0.22119 0.24732 0.26532 0.28211 0.30281 0.31751

0.17188 0.19646 0.21826 0.24404 0.26180 0.27838 0.29882 0.31333

0.16966 0.19392 0.21544 0.24089 0.25843 0.27483 0.29498 0.30931

0.16753 0.19148 0.21273 0.23785 0.25518 0.27135 0.29125 0.30544

0.16547 0.18913 0.21012 0.23494 0.25205 0.26803 0.28772 0.30171

0.16349 0.18687 0.20760 0.23213 0.24904 0.26482 0.28429 0.29811

0.16158 0.18468 0.20517 0.22941 0.24613 0.26173 0.28097 0.29465

0.15974 0.18257 0.20283 0.22679 0.24332 0.25875 0.27778 0.29130

0.15795 0.18051 0.20056 0.22426 0.24060 0.25587 0.27468 0.28806

0.15623 0.17856 0.19837 0.22181 0.23798 0.25308 0.27169 0.28493

0.15457 0.17665 0.19625 0.21944 0.23544 0.25038 0.26880 0.28190

0.15295 0.17481 0.19420 0.21715 0.23298 0.24776 0.26600 0.27896

0.15139 0.17301 0.19221 0.21493 0.23059 0.24523 0.26328 0.27611

0.14987 0.17128 0.19028 0.21281 0.22832 0.24281 0.26069 0.27339

0.14840 0.16959 0.18841 0.21068 0.22604 0.24039 0.25809 0.27067

0.27627 0.31500 0.35115 0.39246 0.42086 0.44668 0.47767 0.50349

0.26589 0.30397 0.33750 0.37713 0.40420 0.42934 0.45611 0.48182

0.200 0.100 0.050 0.020 0.010 0.005 0.002 0.001

Alpha

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