Warning, /education/labplot/tests/analysis/fit/data/NIST/linear/Wampler4.dat is written in an unsupported language. File is not indexed.

0001 NIST/ITL StRD
0002 Dataset Name:  Wampler4 (Wampler4.dat)
0003 
0004 File Format:   ASCII
0005                Certified Values  (lines 31 to 50)
0006                Data              (lines 61 to 81)
0007 
0008 Procedure:     Linear Least Squares Regression
0009 
0010 Reference:     Wampler, R. H. (1970).
0011                A Report of the Accuracy of Some Widely-Used Least
0012                Squares Computer Programs.
0013                Journal of the American Statistical Association, 65, pp. 549-565.
0014 
0015 Data:          1 Response Variable (y)
0016                1 Predictor Variable (x)
0017                21 Observations
0018                Higher Level of Difficulty
0019                Generated Data
0020 
0021 Model:         Polynomial Class
0022                6 Parameters (B0,B1,...,B5)
0023 
0024                y = B0 + B1*x + B2*(x**2) + B3*(x**3)+ B4*(x**4) + B5*(x**5)
0025 
0026               Certified Regression Statistics
0027 
0028                                           Standard Deviation
0029      Parameter          Estimate             of Estimate
0030 
0031         B0        1.00000000000000         215232.624678170
0032         B1        1.00000000000000         236355.173469681
0033         B2        1.00000000000000         77934.3524331583
0034         B3        1.00000000000000         10147.5507550350
0035         B4        1.00000000000000         564.566512170752
0036         B5        1.00000000000000         11.2324854679312
0037 
0038      Residual
0039      Standard Deviation   236014.502379268
0040 
0041      R-Squared            0.957478440825662
0042 
0043 
0044                Certified Analysis of Variance Table
0045 
0046 Source of Degrees of     Sums of                Mean
0047 Variation  Freedom       Squares               Squares          F Statistic
0048 
0049 Regression    5      18814317208116.7      3762863441623.33   67.5524458240122
0050 Residual     15      835542680000.000      55702845333.3333
0051 
0052 
0053 
0054 
0055 
0056 
0057 
0058 
0059 
0060 Data:            y     x
0061               75901    0
0062             -204794    1
0063              204863    2
0064             -204436    3
0065              253665    4
0066             -200894    5
0067              214131    6
0068             -185192    7
0069              221249    8
0070             -138370    9
0071              315911   10
0072              -27644   11
0073              455253   12
0074              197434   13
0075              783995   14
0076              608816   15
0077             1370781   16
0078             1303798   17
0079             2205519   18
0080             2408860   19
0081             3444321   20