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NIST - Misra1b Dataset
1: /*
2: * Statistical Reference Datasets (Nonlinear Regression)
3: * Statistical Engineering Division
4: * National Institute of Standards and Technology
5: * http://www.nist.gov/itl/div898/strd/
6: *
7: * Dataset Name: Misra1b (Misra1b.dat)
8: *
9: * Description: These data are the result of a NIST study regarding
10: * dental research in monomolecular adsorption. The
11: * response variable is volume, and the predictor
12: * variable is pressure.
13: *
14: * Reference: Misra, D., NIST (1978).
15: * Dental Research Monomolecular Adsorption Study.
16: *
17: * Data: 1 Response (y = volume)
18: * 1 Predictor (x = pressure)
19: * 14 Observations
20: * Lower Level of Difficulty
21: * Observed Data
22: *
23: * Model: Miscellaneous Class
24: * 2 Parameters (b1 and b2)
25: *
26: * y = b1 * (1-(1+b2*x/2)**(-2)) + e
27: *
28: * Starting values Certified Values
29: *
30: * Start 1 Start 2 Parameter Standard Deviation
31: * b1 = 500 300 3.3799746163E+02 3.1643950207E+00
32: * b2 = 0.0001 0.0002 3.9039091287E-04 4.2547321834E-06
33: *
34: * Residual Sum of Squares: 7.5464681533E-02
35: * Residual Standard Deviation: 7.9301471998E-02
36: * Degrees of Freedom: 12
37: * Number of Observations: 14
38: */
39: Title "Misra1b";
40: Variables y,x;
41: Parameter b1 = 500;
42: Parameter b2 = 0.0001;
43: Function y = b1 * (1-(1+b2*x/2)**(-2));
44: Plot;
45: Data;
Beginning computation...
Stopped due to: Both parameter and relative function convergence.
---- Final Results ----
NLREG version 4.0
Copyright (c) 1992-1997 Phillip H. Sherrod. All rights reserved.
This is a registered copy of NLREG that may not be redistributed.
Misra1b
Number of observations = 14
Maximum allowed number of iterations = 500
Convergence tolerance factor = 1.000000E-010
Stopped due to: Both parameter and relative function convergence.
Number of iterations performed = 15
Final sum of squared deviations = 7.5464682E-002
Final sum of deviations = 1.7863643E-001
Standard error of estimate = 0.0793015
Average deviation = 0.0705386
Maximum deviation for any observation = 0.107624
Proportion of variance explained (R^2) = 1.0000 (100.00%)
Adjusted coefficient of multiple determination (Ra^2) = 1.0000 (100.00%)
Durbin-Watson test for autocorrelation = 0.731
This Durbin-Watson value indicates autocorrelation or inappropriate function.
---- Descriptive Statistics for Variables ----
Variable Minimum value Maximum value Mean value Standard dev.
---------- -------------- -------------- -------------- --------------
y 10.07 81.78 43.34071 22.80652
x 77.6 760 375.4 216.0569
---- Calculated Parameter Values ----
Parameter Initial guess Final estimate Standard error t Prob(t)
---------- ------------- ---------------- -------------- --------- -------
b1 500 337.99746 3.164395 106.81 0.00001
b2 0.0001 0.000390390915 4.254733E-006 91.75 0.00001
---- Analysis of Variance ----
Source DF Sum of Squares Mean Square F value Prob(F)
---------- ---- -------------- -------------- --------- -------
Regression 1 6761.712 6761.712 1.1E+006 0.00001
Error 12 0.07546468 0.006288723
Total 13 6761.788
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