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NON-LINEAR LEAST SQUARES PROBLEM
NUMBER OF OBSERVATIONS = 33
NUMBER OF LINEAR PARAMETERS = 3
NUMBER OF NONLINEAR PARAMETERS = 2
NUMBER OF NONVANISHING PARTIAL DERIVATIVES = 2
NUMBER OF INDEPENDENT VARIABLES = 1
I T(I) Y(I)
1 0.0000000E+00 8.4400000E-01
2 1.0000000E+01 9.0800000E-01
3 2.0000000E+01 9.3200000E-01
4 3.0000000E+01 9.3600000E-01
5 4.0000000E+01 9.2500000E-01
6 5.0000000E+01 9.0800000E-01
7 6.0000000E+01 8.8100000E-01
8 7.0000000E+01 8.5000000E-01
9 8.0000000E+01 8.1800000E-01
10 9.0000000E+01 7.8400000E-01
11 1.0000000E+02 7.5100000E-01
12 1.1000000E+02 7.1800000E-01
13 1.2000000E+02 6.8500000E-01
14 1.3000000E+02 6.5800000E-01
15 1.4000000E+02 6.2800000E-01
16 1.5000000E+02 6.0300000E-01
17 1.6000000E+02 5.8000000E-01
18 1.7000000E+02 5.5800000E-01
19 1.8000000E+02 5.3800000E-01
20 1.9000000E+02 5.2200000E-01
21 2.0000000E+02 5.0600000E-01
22 2.1000000E+02 4.9000000E-01
23 2.2000000E+02 4.7800000E-01
24 2.3000000E+02 4.6700000E-01
25 2.4000000E+02 4.5700000E-01
26 2.5000000E+02 4.4800000E-01
27 2.6000000E+02 4.3800000E-01
28 2.7000000E+02 4.3100000E-01
29 2.8000000E+02 4.2400000E-01
30 2.9000000E+02 4.2000000E-01
31 3.0000000E+02 4.1400000E-01
32 3.1000000E+02 4.1100000E-01
33 3.2000000E+02 4.0600000E-01
INITIAL NONLINEAR PARAMETERS
1.0000000E-02 2.0000000E-02
**************************************************
NUMBER OF CONSTANT FUNCTIONS = 1
0 NORM OF RESIDUAL = 7.0127464E-02
NU = 0.0000000E+00
ITERATION 1 NONLINEAR PARAMETERS
0.1149074E-01 0.2558947E-01
1 NORM OF RESIDUAL = 9.5925655E-03
NU = 0.0000000E+00
[NORM(DELTA-ALF) / NORM(ALF)] = 2.062E-01
ITERATION 2 NONLINEAR PARAMETERS
0.1251594E-01 0.2248888E-01
1 NORM OF RESIDUAL = 8.0826002E-03
NU = 0.0000000E+00
[NORM(DELTA-ALF) / NORM(ALF)] = 1.269E-01
ITERATION 3 NONLINEAR PARAMETERS
0.1285377E-01 0.2213850E-01
1 NORM OF RESIDUAL = 7.3933236E-03
NU = 0.0000000E+00
[NORM(DELTA-ALF) / NORM(ALF)] = 1.901E-02
ITERATION 4 NONLINEAR PARAMETERS
0.1286747E-01 0.2212283E-01
1 NORM OF RESIDUAL = 7.3924926E-03
NU = 0.0000000E+00
[NORM(DELTA-ALF) / NORM(ALF)] = 8.136E-04
ITERATION 5 NONLINEAR PARAMETERS
0.1286753E-01 0.2212270E-01
1 NORM OF RESIDUAL = 7.3924926E-03
NU = 0.0000000E+00
[NORM(DELTA-ALF) / NORM(ALF)] = 5.405E-06
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
LINEAR PARAMETERS
3.7541005E-01 1.9358460E+00 -1.4646863E+00
NONLINEAR PARAMETERS
1.2867533E-02 2.2122703E-02
NORM OF RESIDUAL = 7.3924926E-03 EXPECTED ERROR OF OBSERVATIONS = -4.5996456E-20
ESTIMATED VARIANCE OF OBSERVATIONS = 1.9517481E-06
^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^^
COVARIANCE MATRIX
4.2944910E-06
4.1692096E-04 4.8539281E-02
-4.2059218E-04 -4.8855341E-02 4.9176037E-02
8.7519865E-07 9.8473061E-05 -9.9159976E-05 2.0125386E-07
-1.6361469E-06 -1.9630661E-04 1.9748167E-04 -3.9538203E-07 8.0052328E-07
STANDARD DEVIATIONS OF PARAMETER ESTIMATES
2.0723154E-03 2.2031632E-01 2.2175671E-01 4.4861326E-04 8.9471967E-04
CORRELATION MATRIX
1.0000000E+00
9.1316912E-01 1.0000000E+00
-9.1522650E-01 -9.9997379E-01 1.0000000E+00
9.4140974E-01 9.9631957E-01 -9.9675299E-01 1.0000000E+00
-8.8242838E-01 -9.9586685E-01 9.9532073E-01 -9.8504902E-01 1.0000000E+00
I W(I) T(I) Y(I) PREDICTED Y WEIGHTED RESIDUAL
1 1.0000000E+00 0.0000000E+00 8.4400000E-01 8.4656983E-01 -2.5698258E-03
2 1.0000000E+00 1.0000000E+01 9.0800000E-01 9.0352401E-01 4.4759877E-03
3 1.0000000E+00 2.0000000E+01 9.3200000E-01 9.3100777E-01 9.9223362E-04
4 1.0000000E+00 3.0000000E+01 9.3600000E-01 9.3706344E-01 -1.0634416E-03
5 1.0000000E+00 4.0000000E+01 9.2500000E-01 9.2787242E-01 -2.8724193E-03
6 1.0000000E+00 5.0000000E+01 9.0800000E-01 9.0815642E-01 -1.5642471E-04
7 1.0000000E+00 6.0000000E+01 8.8100000E-01 8.8149533E-01 -4.9533413E-04
8 1.0000000E+00 7.0000000E+01 8.5000000E-01 8.5057851E-01 -5.7851426E-04
9 1.0000000E+00 8.0000000E+01 8.1800000E-01 8.1740329E-01 5.9670588E-04
10 1.0000000E+00 9.0000000E+01 7.8400000E-01 7.8343142E-01 5.6857725E-04
11 1.0000000E+00 1.0000000E+02 7.5100000E-01 7.4971217E-01 1.2878321E-03
12 1.0000000E+00 1.1000000E+02 7.1800000E-01 7.1697895E-01 1.0210452E-03
13 1.0000000E+00 1.2000000E+02 6.8500000E-01 6.8572504E-01 -7.2504164E-04
14 1.0000000E+00 1.3000000E+02 6.5800000E-01 6.5626261E-01 1.7373927E-03
15 1.0000000E+00 1.4000000E+02 6.2800000E-01 6.2876873E-01 -7.6873320E-04
16 1.0000000E+00 1.5000000E+02 6.0300000E-01 6.0332105E-01 -3.2104628E-04
17 1.0000000E+00 1.6000000E+02 5.8000000E-01 5.7992522E-01 7.4777657E-05
18 1.0000000E+00 1.7000000E+02 5.5800000E-01 5.5853609E-01 -5.3609299E-04
19 1.0000000E+00 1.8000000E+02 5.3800000E-01 5.3907374E-01 -1.0737394E-03
20 1.0000000E+00 1.9000000E+02 5.2200000E-01 5.2143567E-01 5.6433271E-04
21 1.0000000E+00 2.0000000E+02 5.0600000E-01 5.0550593E-01 4.9407189E-04
22 1.0000000E+00 2.1000000E+02 4.9000000E-01 4.9116187E-01 -1.1618699E-03
23 1.0000000E+00 2.2000000E+02 4.7800000E-01 4.7827906E-01 -2.7905541E-04
24 1.0000000E+00 2.3000000E+02 4.6700000E-01 4.6673477E-01 2.6522889E-04
25 1.0000000E+00 2.4000000E+02 4.5700000E-01 4.5641046E-01 5.8954114E-04
26 1.0000000E+00 2.5000000E+02 4.4800000E-01 4.4719333E-01 8.0667002E-04
27 1.0000000E+00 2.6000000E+02 4.3800000E-01 4.3897736E-01 -9.7736466E-04
28 1.0000000E+00 2.7000000E+02 4.3100000E-01 4.3166385E-01 -6.6385398E-04
29 1.0000000E+00 2.8000000E+02 4.2400000E-01 4.2516161E-01 -1.1616068E-03
30 1.0000000E+00 2.9000000E+02 4.2000000E-01 4.1938692E-01 6.1308462E-04
31 1.0000000E+00 3.0000000E+02 4.1400000E-01 4.1426335E-01 -2.6335180E-04
32 1.0000000E+00 3.1000000E+02 4.1100000E-01 4.0972145E-01 1.2785499E-03
33 1.0000000E+00 3.2000000E+02 4.0600000E-01 4.0569832E-01 3.0168458E-04