Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Duree (Durée de vie entre deux pannes)

Endroit=1

Moments
N 5 Sum Weights 5
Mean 50.37 Sum Observations 251.85
Std Deviation 42.2935267 Variance 1788.7424
Skewness 0.14286594 Kurtosis -2.5339635
Uncorrected SS 19840.6541 Corrected SS 7154.9696
Coeff Variation 83.9657071 Std Error Mean 18.9142401
 
Basic Statistical Measures
Location Variability
Mean 50.37000 Std Deviation 42.29353
Median 47.13000 Variance 1789
Mode . Range 96.24000
    Interquartile Range 70.76000
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 2.663073 Pr > |t| 0.0562
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 100.65
99% 100.65
95% 100.65
90% 100.65
75% Q3 85.21
50% Median 47.13
25% Q1 14.45
10% 4.41
5% 4.41
1% 4.41
0% Min 4.41
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
4.41 1 4.41 1
14.45 3 14.45 3
47.13 4 47.13 4
85.21 5 85.21 5
100.65 2 100.65 2

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Duree (Durée de vie entre deux pannes)

Endroit=2

Moments
N 5 Sum Weights 5
Mean 22.13 Sum Observations 110.65
Std Deviation 33.2182834 Variance 1103.45435
Skewness 2.16195559 Kurtosis 4.74384649
Uncorrected SS 6862.5019 Corrected SS 4413.8174
Coeff Variation 150.105212 Std Error Mean 14.8556679
 
Basic Statistical Measures
Location Variability
Mean 22.13000 Std Deviation 33.21828
Median 8.24000 Variance 1103
Mode . Range 79.55000
    Interquartile Range 4.94000
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 1.489667 Pr > |t| 0.2106
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 81.16
99% 81.16
95% 81.16
90% 81.16
75% Q3 12.29
50% Median 8.24
25% Q1 7.35
10% 1.61
5% 1.61
1% 1.61
0% Min 1.61
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
1.61 5 1.61 5
7.35 3 7.35 3
8.24 1 8.24 1
12.29 4 12.29 4
81.16 2 81.16 2

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Duree (Durée de vie entre deux pannes)

Endroit=3

Moments
N 5 Sum Weights 5
Mean 121.208 Sum Observations 606.04
Std Deviation 127.151276 Variance 16167.447
Skewness 1.96233634 Kurtosis 3.99385975
Uncorrected SS 138126.684 Corrected SS 64669.7881
Coeff Variation 104.90337 Std Error Mean 56.8637794
 
Basic Statistical Measures
Location Variability
Mean 121.2080 Std Deviation 127.15128
Median 78.8800 Variance 16167
Mode . Range 308.98000
    Interquartile Range 61.86000
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 2.13155 Pr > |t| 0.1000
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 342.81
99% 342.81
95% 342.81
90% 342.81
75% Q3 106.19
50% Median 78.88
25% Q1 44.33
10% 33.83
5% 33.83
1% 33.83
0% Min 33.83
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
33.83 2 33.83 2
44.33 5 44.33 5
78.88 3 78.88 3
106.19 1 106.19 1
342.81 4 342.81 4

 


 

 


 
Exemple tableau 18.5: Servo

The GLM Procedure

Class Level Information
Class Levels Values
Endroit 3 1 2 3
 
Number of observations 15

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Dependent Variable: Duree Durée de vie entre deux pannes

Source DF Sum of Squares Mean Square F Value Pr > F
Model 2 26053.2832 13026.6416 2.05 0.1714
Error 12 76238.5751 6353.2146    
Corrected Total 14 102291.8583      
 
R-Square Coeff Var Root MSE Duree Mean
0.254696 123.4441 79.70705 64.56933
 
Source DF Type I SS Mean Square F Value Pr > F
Endroit 2 26053.28321 13026.64161 2.05 0.1714
 
Source DF Type III SS Mean Square F Value Pr > F
Endroit 2 26053.28321 13026.64161 2.05 0.1714

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Tukey's Studentized Range (HSD) Test for Duree

NOTE: This test controls the Type I experimentwise error rate.

Alpha 0.05
Error Degrees of Freedom 12
Error Mean Square 6353.215
Critical Value of Studentized Range 3.77278
Minimum Significant Difference 134.48
 
Comparisons significant at the 0.05 level are
indicated by ***.
Endroit
Comparison
Difference
Between
Means
Simultaneous 95% Confidence
Limits
 
3 - 1 70.84 -63.65 205.32  
3 - 2 99.08 -35.41 233.56  
1 - 3 -70.84 -205.32 63.65  
1 - 2 28.24 -106.24 162.72  
2 - 3 -99.08 -233.56 35.41  
2 - 1 -28.24 -162.72 106.24  

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Scheffe's Test for Duree

NOTE: This test controls the Type I experimentwise error rate, but it generally has a higher Type II error rate than Tukey's for all pairwise comparisons.

Alpha 0.05
Error Degrees of Freedom 12
Error Mean Square 6353.215
Critical Value of F 3.88529
Minimum Significant Difference 140.53
 
Comparisons significant at the 0.05 level are
indicated by ***.
Endroit
Comparison
Difference
Between
Means
Simultaneous 95% Confidence
Limits
 
3 - 1 70.84 -69.69 211.36  
3 - 2 99.08 -41.45 239.60  
1 - 3 -70.84 -211.36 69.69  
1 - 2 28.24 -112.29 168.77  
2 - 3 -99.08 -239.60 41.45  
2 - 1 -28.24 -168.77 112.29  

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: residus

Moments
N 15 Sum Weights 15
Mean 0 Sum Observations 0
Std Deviation 73.7943935 Variance 5445.61251
Skewness 2.02994894 Kurtosis 5.62249523
Uncorrected SS 76238.5751 Corrected SS 76238.5751
Coeff Variation . Std Error Mean 19.0536305
 
Basic Statistical Measures
Location Variability
Mean 0.0000 Std Deviation 73.79439
Median -14.7800 Variance 5446
Mode . Range 308.98000
    Interquartile Range 77.16800
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 0 Pr > |t| 1.0000
Sign M -3.5 Pr >= |M| 0.1185
Signed Rank S -15 Pr >= |S| 0.4212
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 221.602
99% 221.602
95% 221.602
90% 59.030
75% Q3 34.840
50% Median -14.780
25% Q1 -42.328
10% -76.878
5% -87.378
1% -87.378
0% Min -87.378
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
-87.378 12 -3.240 4
-76.878 15 34.840 5
-45.960 1 50.280 2
-42.328 13 59.030 7
-35.920 3 221.602 14

 


 

The UNIVARIATE Procedure
Variable: residus

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Racineduree (Racine carrée de la durée de vie entre deux pannes)

Endroit=1

Moments
N 5 Sum Weights 5
Mean 6.4059637 Sum Observations 32.0298185
Std Deviation 3.41570438 Variance 11.6670364
Skewness -0.2841223 Kurtosis -2.2468274
Uncorrected SS 251.85 Corrected SS 46.6681456
Coeff Variation 53.3206952 Std Error Mean 1.52754944
 
Basic Statistical Measures
Location Variability
Mean 6.405964 Std Deviation 3.41570
Median 6.865129 Variance 11.66704
Mode . Range 7.93245
    Interquartile Range 5.42961
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 4.193621 Pr > |t| 0.0138
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 10.03245
99% 10.03245
95% 10.03245
90% 10.03245
75% Q3 9.23093
50% Median 6.86513
25% Q1 3.80132
10% 2.10000
5% 2.10000
1% 2.10000
0% Min 2.10000
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
2.10000 1 2.10000 1
3.80132 3 3.80132 3
6.86513 4 6.86513 4
9.23093 5 9.23093 5
10.03245 2 10.03245 2

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Racineduree (Racine carrée de la durée de vie entre deux pannes)

Endroit=2

Moments
N 5 Sum Weights 5
Mean 3.87301605 Sum Observations 19.3650802
Std Deviation 2.98532801 Variance 8.91218335
Skewness 1.80385839 Kurtosis 3.71823102
Uncorrected SS 110.65 Corrected SS 35.6487334
Coeff Variation 77.080187 Std Error Mean 1.33507927
 
Basic Statistical Measures
Location Variability
Mean 3.873016 Std Deviation 2.98533
Median 2.870540 Variance 8.91218
Mode . Range 7.74003
    Interquartile Range 0.79462
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 2.900963 Pr > |t| 0.0441
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 9.00888
99% 9.00888
95% 9.00888
90% 9.00888
75% Q3 3.50571
50% Median 2.87054
25% Q1 2.71109
10% 1.26886
5% 1.26886
1% 1.26886
0% Min 1.26886
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
1.26886 5 1.26886 5
2.71109 3 2.71109 3
2.87054 1 2.87054 1
3.50571 4 3.50571 4
9.00888 2 9.00888 2

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Racineduree (Racine carrée de la durée de vie entre deux pannes)

Endroit=3

Moments
N 5 Sum Weights 5
Mean 10.0351715 Sum Observations 50.1758575
Std Deviation 5.06252565 Variance 25.629166
Skewness 1.58856205 Kurtosis 2.69421318
Uncorrected SS 606.04 Corrected SS 102.516664
Coeff Variation 50.4478239 Std Error Mean 2.2640303
 
Basic Statistical Measures
Location Variability
Mean 10.03517 Std Deviation 5.06253
Median 8.88144 Variance 25.62917
Mode . Range 12.69877
    Interquartile Range 3.64678
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 4.432437 Pr > |t| 0.0114
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 18.51513
99% 18.51513
95% 18.51513
90% 18.51513
75% Q3 10.30485
50% Median 8.88144
25% Q1 6.65808
10% 5.81636
5% 5.81636
1% 5.81636
0% Min 5.81636
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
5.81636 2 5.81636 2
6.65808 5 6.65808 5
8.88144 3 8.88144 3
10.30485 1 10.30485 1
18.51513 4 18.51513 4

 


 

 


 
Exemple tableau 18.5: Servo

The GLM Procedure

Class Level Information
Class Levels Values
Endroit 3 1 2 3
 
Number of observations 15

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Dependent Variable: Racineduree Racine carrée de la durée de vie entre deux pannes

Source DF Sum of Squares Mean Square F Value Pr > F
Model 2 95.9318884 47.9659442 3.11 0.0814
Error 12 184.8335429 15.4027952    
Corrected Total 14 280.7654313      
 
R-Square Coeff Var Root MSE Racineduree Mean
0.341680 57.95919 3.924640 6.771384
 
Source DF Type I SS Mean Square F Value Pr > F
Endroit 2 95.93188841 47.96594421 3.11 0.0814
 
Source DF Type III SS Mean Square F Value Pr > F
Endroit 2 95.93188841 47.96594421 3.11 0.0814

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Tukey's Studentized Range (HSD) Test for Racineduree

NOTE: This test controls the Type I experimentwise error rate.

Alpha 0.05
Error Degrees of Freedom 12
Error Mean Square 15.4028
Critical Value of Studentized Range 3.77278
Minimum Significant Difference 6.6218
 
Comparisons significant at the 0.05 level are
indicated by ***.
Endroit
Comparison
Difference
Between
Means
Simultaneous 95% Confidence
Limits
 
3 - 1 3.629 -2.993 10.251  
3 - 2 6.162 -0.460 12.784  
1 - 3 -3.629 -10.251 2.993  
1 - 2 2.533 -4.089 9.155  
2 - 3 -6.162 -12.784 0.460  
2 - 1 -2.533 -9.155 4.089  

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Scheffe's Test for Racineduree

NOTE: This test controls the Type I experimentwise error rate, but it generally has a higher Type II error rate than Tukey's for all pairwise comparisons.

Alpha 0.05
Error Degrees of Freedom 12
Error Mean Square 15.4028
Critical Value of F 3.88529
Minimum Significant Difference 6.9192
 
Comparisons significant at the 0.05 level are
indicated by ***.
Endroit
Comparison
Difference
Between
Means
Simultaneous 95% Confidence
Limits
 
3 - 1 3.629 -3.290 10.548  
3 - 2 6.162 -0.757 13.081  
1 - 3 -3.629 -10.548 3.290  
1 - 2 2.533 -4.386 9.452  
2 - 3 -6.162 -13.081 0.757  
2 - 1 -2.533 -9.452 4.386  

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: residus2

Moments
N 15 Sum Weights 15
Mean 0 Sum Observations 0
Std Deviation 3.63351014 Variance 13.2023959
Skewness 1.00108636 Kurtosis 0.63809492
Uncorrected SS 184.833543 Corrected SS 184.833543
Coeff Variation . Std Error Mean 0.93816828
 
Basic Statistical Measures
Location Variability
Mean 0.00000 Std Deviation 3.63351
Median -1.00248 Variance 13.20240
Mode . Range 12.78592
    Interquartile Range 5.42961
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 0 Pr > |t| 1.0000
Sign M -1.5 Pr >= |M| 0.6072
Signed Rank S -7 Pr >= |S| 0.7197
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 8.47996
99% 8.47996
95% 8.47996
90% 5.13587
75% Q3 2.82496
50% Median -1.00248
25% Q1 -2.60465
10% -4.21882
5% -4.30596
1% -4.30596
0% Min -4.30596
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
-4.30596 1 0.459166 4
-4.21882 12 2.824963 5
-3.37709 15 3.626484 2
-2.60465 3 5.135868 7
-2.60416 10 8.479957 14

 


 

The UNIVARIATE Procedure
Variable: residus2

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Logduree (Logarithme de la durée de vie entre deux pannes)

Endroit=1

Moments
N 5 Sum Weights 5
Mean 3.41284936 Sum Observations 17.0642468
Std Deviation 1.31985714 Variance 1.74202288
Skewness -0.8478186 Kurtosis -0.8380916
Uncorrected SS 65.2057953 Corrected SS 6.96809152
Coeff Variation 38.6731732 Std Error Mean 0.59025806
 
Basic Statistical Measures
Location Variability
Mean 3.412849 Std Deviation 1.31986
Median 3.852910 Variance 1.74202
Mode . Range 3.12777
    Interquartile Range 1.77442
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 5.781961 Pr > |t| 0.0044
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 4.61165
99% 4.61165
95% 4.61165
90% 4.61165
75% Q3 4.44512
50% Median 3.85291
25% Q1 2.67069
10% 1.48387
5% 1.48387
1% 1.48387
0% Min 1.48387
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
1.48387 1 1.48387 1
2.67069 3 2.67069 3
3.85291 4 3.85291 4
4.44512 5 4.44512 5
4.61165 2 4.61165 2

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Logduree (Logarithme de la durée de vie entre deux pannes)

Endroit=2

Moments
N 5 Sum Weights 5
Mean 2.29702865 Sum Observations 11.4851433
Std Deviation 1.40484388 Variance 1.97358633
Skewness 0.47965707 Kurtosis 1.76511539
Uncorrected SS 34.2760485 Corrected SS 7.89434532
Coeff Variation 61.1591796 Std Error Mean 0.62826528
 
Basic Statistical Measures
Location Variability
Mean 2.297029 Std Deviation 1.40484
Median 2.109000 Variance 1.97359
Mode . Range 3.92019
    Interquartile Range 0.51409
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 3.656144 Pr > |t| 0.0217
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 4.396423
99% 4.396423
95% 4.396423
90% 4.396423
75% Q3 2.508786
50% Median 2.109000
25% Q1 1.994700
10% 0.476234
5% 0.476234
1% 0.476234
0% Min 0.476234
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
0.476234 5 0.476234 5
1.994700 3 1.994700 3
2.109000 1 2.109000 1
2.508786 4 2.508786 4
4.396423 2 4.396423 2

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: Logduree (Logarithme de la durée de vie entre deux pannes)

Endroit=3

Moments
N 5 Sum Weights 5
Mean 4.43666873 Sum Observations 22.1833436
Std Deviation 0.90446578 Variance 0.81805834
Skewness 0.97050053 Kurtosis 0.82546744
Uncorrected SS 101.69238 Corrected SS 3.27223338
Coeff Variation 20.3861463 Std Error Mean 0.40448939
 
Basic Statistical Measures
Location Variability
Mean 4.436669 Std Deviation 0.90447
Median 4.367928 Variance 0.81806
Mode . Range 2.31583
    Interquartile Range 0.87357
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 10.96857 Pr > |t| 0.0004
Sign M 2.5 Pr >= |M| 0.0625
Signed Rank S 7.5 Pr >= |S| 0.0625
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 5.83718
99% 5.83718
95% 5.83718
90% 5.83718
75% Q3 4.66523
50% Median 4.36793
25% Q1 3.79166
10% 3.52135
5% 3.52135
1% 3.52135
0% Min 3.52135
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
3.52135 2 3.52135 2
3.79166 5 3.79166 5
4.36793 3 4.36793 3
4.66523 1 4.66523 1
5.83718 4 5.83718 4

 


 

 


 
Exemple tableau 18.5: Servo

The GLM Procedure

Class Level Information
Class Levels Values
Endroit 3 1 2 3
 
Number of observations 15

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Dependent Variable: Logduree Logarithme de la durée de vie entre deux pannes

Source DF Sum of Squares Mean Square F Value Pr > F
Model 2 11.45220265 5.72610132 3.79 0.0530
Error 12 18.13467021 1.51122252    
Corrected Total 14 29.58687286      
 
R-Square Coeff Var Root MSE Logduree Mean
0.387070 36.34689 1.229318 3.382182
 
Source DF Type I SS Mean Square F Value Pr > F
Endroit 2 11.45220265 5.72610132 3.79 0.0530
 
Source DF Type III SS Mean Square F Value Pr > F
Endroit 2 11.45220265 5.72610132 3.79 0.0530

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Tukey's Studentized Range (HSD) Test for Logduree

NOTE: This test controls the Type I experimentwise error rate.

Alpha 0.05
Error Degrees of Freedom 12
Error Mean Square 1.511223
Critical Value of Studentized Range 3.77278
Minimum Significant Difference 2.0742
 
Comparisons significant at the 0.05 level are indicated
by ***.
Endroit
Comparison
Difference
Between
Means
Simultaneous 95% Confidence
Limits
 
3 - 1 1.0238 -1.0503 3.0980  
3 - 2 2.1396 0.0655 4.2138 ***
1 - 3 -1.0238 -3.0980 1.0503  
1 - 2 1.1158 -0.9583 3.1900  
2 - 3 -2.1396 -4.2138 -0.0655 ***
2 - 1 -1.1158 -3.1900 0.9583  

 


 
Exemple tableau 18.5: Servo

The GLM Procedure
Scheffe's Test for Logduree

NOTE: This test controls the Type I experimentwise error rate, but it generally has a higher Type II error rate than Tukey's for all pairwise comparisons.

Alpha 0.05
Error Degrees of Freedom 12
Error Mean Square 1.511223
Critical Value of F 3.88529
Minimum Significant Difference 2.1673
 
Comparisons significant at the 0.05 level are indicated
by ***.
Endroit
Comparison
Difference
Between
Means
Simultaneous 95% Confidence
Limits
 
3 - 1 1.0238 -1.1435 3.1911  
3 - 2 2.1396 -0.0277 4.3070  
1 - 3 -1.0238 -3.1911 1.1435  
1 - 2 1.1158 -1.0515 3.2831  
2 - 3 -2.1396 -4.3070 0.0277  
2 - 1 -1.1158 -3.2831 1.0515  

 


 
Exemple tableau 18.5: Servo

The UNIVARIATE Procedure
Variable: residus3

Moments
N 15 Sum Weights 15
Mean 0 Sum Observations 0
Std Deviation 1.13812723 Variance 1.29533359
Skewness 0.01323518 Kurtosis -0.3281955
Uncorrected SS 18.1346702 Corrected SS 18.1346702
Coeff Variation . Std Error Mean 0.29386319
 
Basic Statistical Measures
Location Variability
Mean 0.00000 Std Deviation 1.13813
Median -0.06874 Variance 1.29533
Mode . Range 4.02837
    Interquartile Range 1.77442
 
Tests for Location: Mu0=0
Test Statistic p Value
Student's t t 0 Pr > |t| 1.0000
Sign M -0.5 Pr >= |M| 1.0000
Signed Rank S 1 Pr >= |S| 0.9780
 
Quantiles (Definition 5)
Quantile Estimate
100% Max 2.099394
99% 2.099394
95% 2.099394
90% 1.400508
75% Q3 1.032269
50% Median -0.068741
25% Q1 -0.742155
10% -1.820794
5% -1.928975
1% -1.928975
0% Min -1.928975
 
Extreme Observations
Lowest Highest
Value Obs Value Obs
-1.928975 1 0.44006 4
-1.820794 10 1.03227 5
-0.915321 12 1.19880 2
-0.742155 3 1.40051 14
-0.645007 15 2.09939 7

 


 

The UNIVARIATE Procedure
Variable: residus3

 


 
Exemple tableau 18.5: Servo

The NPAR1WAY Procedure

Wilcoxon Scores (Rank Sums) for Variable Duree
Classified by Variable Endroit
Endroit N Sum of
Scores
Expected
Under H0
Std Dev
Under H0
Mean
Score
1 5 42.0 40.0 8.164966 8.40
2 5 24.0 40.0 8.164966 4.80
3 5 54.0 40.0 8.164966 10.80
 
Kruskal-Wallis Test
Chi-Square 4.5600
DF 2
Pr > Chi-Square 0.1023

 


 
Exemple tableau 18.5: Servo

The NPAR1WAY Procedure

Wilcoxon Scores (Rank Sums) for Variable Logduree
Classified by Variable Endroit
Endroit N Sum of
Scores
Expected
Under H0
Std Dev
Under H0
Mean
Score
1 5 42.0 40.0 8.164966 8.40
2 5 24.0 40.0 8.164966 4.80
3 5 54.0 40.0 8.164966 10.80
 
Kruskal-Wallis Test
Chi-Square 4.5600
DF 2
Pr > Chi-Square 0.1023