A Real
AB Real
AC Real
FAIL
ABC Real
Best Fit -- A
ra rb rc phib phic
0.5735696 0.7621617 0.4166232 -0.3801765 1.359058
Resid SumSq = 1.389748
Ratio: A/B
r[R] = 0.7525563
s.e. = 0.2150974
C.I. (delta method): ( 0.3309732 , 1.174140 )
C.I. (Fieller method): ( 0.3802 , 1.2684 )
2nd Derivative : -1.074905
phi[R] = 0.3801765
s.e. = 1.530210
Ratio: B/A
r[R] = 1.328804
s.e. = 0.3798019
C.I. (delta method): ( 0.5844061 , 2.073202 )
C.I. (Fieller method): ( 0.7884 , 2.6303 )
2nd Derivative : -0.5183564
phi[R] = -0.3801765
s.e. = 1.530210
Ratio: A/C
r[R] = 1.376711
s.e. = 0.7750002
C.I. (delta method): ( -0.1422617 , 2.895683 )
C.I. (Fieller method): ( 0.5209 , 23.1652 )
2nd Derivative : -0.04295587
phi[R] = -1.359058
s.e. = 1.003257
Ratio: C/A
r[R] = 0.726369
s.e. = 0.4088993
C.I. (delta method): ( -0.07505898 , 1.527797 )
C.I. (Fieller method): ( 0.0432 , 1.9197 )
2nd Derivative : -0.5183564
phi[R] = 1.359058
s.e. = 1.003257
Ratio: B/C
r[R] = 1.829379
s.e. = 0.939327
C.I. (delta method): ( -0.01166822 , 3.670426 )
C.I. (Fieller method): ( 0.8443 , 29.6371 )
2nd Derivative : -0.04295587
phi[R] = -1.739234
s.e. = 0.7693922
Ratio: C/B
r[R] = 0.5466336
s.e. = 0.2806787
C.I. (delta method): ( -0.003486562 , 1.096754 )
C.I. (Fieller method): ( 0.0337 , 1.1844 )
2nd Derivative : -1.074905
phi[R] = 1.739234
s.e. = 0.7693922
ra rb rc phic
0.5690923 0.7597236 0.3981001 1.58313
Resid SumSq = 1.40438
Ratio: A/B
r[R] = 0.7490781
s.e. = 0.2099924
C.I. (delta method): ( 0.3375006 , 1.160656 )
C.I. (Fieller method): ( 0.391 , 1.2559 )
2nd Derivative : -1.077579
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = 1.334974
s.e. = 0.3742393
C.I. (delta method): ( 0.6014787 , 2.068470 )
C.I. (Fieller method): ( 0.7963 , 2.5575 )
2nd Derivative : -0.5291384
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = 1.429521
s.e. = 0.847613
C.I. (delta method): ( -0.23177 , 3.090812 )
C.I. (Fieller method): ( 0.5417 , -165.5695 )
2nd Derivative : 0.005900011
phi[R] = -1.58313
s.e. = 0.4469666
Ratio: C/A
r[R] = 0.6995351
s.e. = 0.4147789
C.I. (delta method): ( -0.1134165 , 1.512487 )
C.I. (Fieller method): ( -0.006 , 1.8461 )
2nd Derivative : -0.5291384
phi[R] = 1.58313
s.e. = 0.4469666
Ratio: B/C
r[R] = 1.908373
s.e. = 1.046842
C.I. (delta method): ( -0.1433993 , 3.960146 )
C.I. (Fieller method): ( 0.8568 , -213.1636 )
2nd Derivative : 0.005900011
phi[R] = -1.58313
s.e. = 0.4469666
Ratio: C/B
r[R] = 0.5240064
s.e. = 0.2874448
C.I. (delta method): ( -0.03937497 , 1.087388 )
C.I. (Fieller method): ( -0.0047 , 1.1671 )
2nd Derivative : -1.077579
phi[R] = 1.58313
s.e. = 0.4469666
ra rb rc
0.5888368 0.7732427 -0.006393678
Resid SumSq = 1.470589
Ratio: A/B
r[R] = 0.7615161
s.e. = 0.2009791
C.I. (delta method): ( 0.3676044 , 1.155428 )
C.I. (Fieller method): ( 0.4191 , 1.2438 )
2nd Derivative : -1.123503
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = 1.313170
s.e. = 0.3465713
C.I. (delta method): ( 0.6339025 , 1.992437 )
C.I. (Fieller method): ( 0.804 , 2.3861 )
2nd Derivative : -0.5856542
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = -92.09673
s.e. = 2497.320
C.I. (delta method): ( -4986.755 , 4802.561 )
C.I. (Fieller method): ( 1.6291 , -1.5574 )
2nd Derivative : 0.2308233
phi[R] = 0
s.e. = 0
Ratio: C/A
r[R] = -0.01085815
s.e. = 0.2944326
C.I. (delta method): ( -0.5879354 , 0.5662191 )
C.I. (Fieller method): ( -0.6421 , 0.6138 )
2nd Derivative : -0.5856542
phi[R] = 0
s.e. = 0
Ratio: B/C
r[R] = -120.9386
s.e. = 3279.293
C.I. (delta method): ( -6548.235 , 6306.357 )
C.I. (Fieller method): ( 2.2516 , -2.1617 )
2nd Derivative : 0.2308233
phi[R] = 0
s.e. = 0
Ratio: C/B
r[R] = -0.008268656
s.e. = 0.2242074
C.I. (delta method): ( -0.4477072 , 0.4311698 )
C.I. (Fieller method): ( -0.4626 , 0.4441 )
2nd Derivative : -1.123503
phi[R] = 0
s.e. = 0
Produced by Stephen Wilson, 2008
For details on development, please email sw1703@me.com