18070 lines
564 KiB
Plaintext
18070 lines
564 KiB
Plaintext
NIST/ITL StRD
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Dataset Name: SmLs09 (SmLs09.dat)
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File Format: ASCII
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Certified Values (lines 41 to 47)
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Data (lines 61 to 18069)
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Procedure: Analysis of Variance
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Reference: Simon, Stephen D. and Lesage, James P. (1989).
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"Assessing the Accuracy of ANOVA Calculations in
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Statistical Software".
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Computational Statistics & Data Analysis, 8, pp. 325-332.
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Data: 1 Factor
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9 Treatments
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2001 Replicates/Cell
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18009 Observations
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13 Constant Leading Digits
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Higher Level of Difficulty
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Generated Data
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Model: 10 Parameters (mu,tau_1, ... , tau_9)
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y_{ij} = mu + tau_i + epsilon_{ij}
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Certified Values:
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Source of Sums of Mean
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Variation df Squares Squares F Statistic
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Between Treatment 8 1.60080000000000E+02 2.00100000000000E+01 2.00100000000000E+03
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Within Treatment 18000 1.80000000000000E+02 1.00000000000000E-02
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Certified R-Squared 4.70712773465067E-01
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Certified Residual
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Standard Deviation 1.00000000000000E-01
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Data: Treatment Response
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1 1000000000000.4
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.3
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1 1000000000000.5
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1 1000000000000.3
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1 1000000000000.3
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