A Real
AB Real
AC Real
FAIL
ABC Real
Best Fit -- A
ra rb rc phib phic
0.3830266 0.2629966 0.5288482 3.077873 0.5206619
Resid SumSq = 0.03474123
Ratio: A/B
r[R] = 1.456394
s.e. = 0.1144832
C.I. (delta method): ( 1.232011 , 1.680777 )
C.I. (Fieller method): ( 1.258 , 1.7159 )
2nd Derivative : -0.1353003
phi[R] = -3.077873
s.e. = 0.1922388
Ratio: B/A
r[R] = 0.6866274
s.e. = 0.05397391
C.I. (delta method): ( 0.5808405 , 0.7924144 )
C.I. (Fieller method): ( 0.5828 , 0.7949 )
2nd Derivative : -0.2920682
phi[R] = 3.077873
s.e. = 0.1922388
Ratio: A/C
r[R] = 0.7242658
s.e. = 0.02826917
C.I. (delta method): ( 0.6688592 , 0.7796723 )
C.I. (Fieller method): ( 0.6696 , 0.7805 )
2nd Derivative : -0.5588758
phi[R] = -0.5206619
s.e. = 0.1530684
Ratio: C/A
r[R] = 1.380709
s.e. = 0.05389111
C.I. (delta method): ( 1.275084 , 1.486333 )
C.I. (Fieller method): ( 1.2813 , 1.4934 )
2nd Derivative : -0.2920682
phi[R] = 0.5206619
s.e. = 0.1530684
Ratio: B/C
r[R] = 0.4973007
s.e. = 0.03866988
C.I. (delta method): ( 0.4215092 , 0.5730923 )
C.I. (Fieller method): ( 0.422 , 0.5737 )
2nd Derivative : -0.5588758
phi[R] = 2.557211
s.e. = 0.2151847
Ratio: C/B
r[R] = 2.010856
s.e. = 0.1563632
C.I. (delta method): ( 1.704389 , 2.317322 )
C.I. (Fieller method): ( 1.7432 , 2.3696 )
2nd Derivative : -0.1353003
phi[R] = -2.557211
s.e. = 0.2151847
ra rb rc phic
0.3837185 -0.2594059 0.5288438 0.525091
Resid SumSq = 0.03483255
Ratio: A/B
r[R] = -1.479221
s.e. = 0.09011057
C.I. (delta method): ( -1.655834 , -1.302607 )
C.I. (Fieller method): ( -1.677 , -1.3191 )
2nd Derivative : -0.1325438
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = -0.6760317
s.e. = 0.04118223
C.I. (delta method): ( -0.7567474 , -0.595316 )
C.I. (Fieller method): ( -0.7581 , -0.5963 )
2nd Derivative : -0.2932095
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = 0.7255799
s.e. = 0.02760921
C.I. (delta method): ( 0.6714668 , 0.779693 )
C.I. (Fieller method): ( 0.6722 , 0.7805 )
2nd Derivative : -0.5588739
phi[R] = -0.525091
s.e. = 0.1486516
Ratio: C/A
r[R] = 1.378208
s.e. = 0.05244252
C.I. (delta method): ( 1.275423 , 1.480993 )
C.I. (Fieller method): ( 1.2813 , 1.4876 )
2nd Derivative : -0.2932095
phi[R] = 0.525091
s.e. = 0.1486516
Ratio: B/C
r[R] = -0.490515
s.e. = 0.03199594
C.I. (delta method): ( -0.5532259 , -0.4278041 )
C.I. (Fieller method): ( -0.5538 , -0.4283 )
2nd Derivative : -0.5588739
phi[R] = -0.525091
s.e. = 0.1486516
Ratio: C/B
r[R] = -2.038674
s.e. = 0.1329812
C.I. (delta method): ( -2.299312 , -1.778035 )
C.I. (Fieller method): ( -2.3349 , -1.8058 )
2nd Derivative : -0.1325438
phi[R] = 0.525091
s.e. = 0.1486516
ra rb rc
0.3744108 -0.2532525 0.5268252
Resid SumSq = 0.0366288
Ratio: A/B
r[R] = -1.478409
s.e. = 0.08906413
C.I. (delta method): ( -1.652971 , -1.303846 )
C.I. (Fieller method): ( -1.6738 , -1.3201 )
2nd Derivative : -0.1263702
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = -0.6764029
s.e. = 0.0407487
C.I. (delta method): ( -0.7562689 , -0.5965369 )
C.I. (Fieller method): ( -0.7575 , -0.5974 )
2nd Derivative : -0.2792295
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = 0.7106926
s.e. = 0.02717395
C.I. (delta method): ( 0.6574326 , 0.7639526 )
C.I. (Fieller method): ( 0.6583 , 0.7648 )
2nd Derivative : -0.5546022
phi[R] = 0
s.e. = 0
Ratio: C/A
r[R] = 1.407078
s.e. = 0.05380086
C.I. (delta method): ( 1.301630 , 1.512526 )
C.I. (Fieller method): ( 1.3074 , 1.5191 )
2nd Derivative : -0.2792295
phi[R] = 0
s.e. = 0
Ratio: B/C
r[R] = -0.4807145
s.e. = 0.03133144
C.I. (delta method): ( -0.542123 , -0.419306 )
C.I. (Fieller method): ( -0.5427 , -0.4198 )
2nd Derivative : -0.5546022
phi[R] = 0
s.e. = 0
Ratio: C/B
r[R] = -2.080237
s.e. = 0.1355832
C.I. (delta method): ( -2.345975 , -1.814498 )
C.I. (Fieller method): ( -2.3818 , -1.8426 )
2nd Derivative : -0.1263702
phi[R] = 0
s.e. = 0
Produced by Stephen Wilson, 2008
For details on development, please email sw1703@me.com