A Real
FAIL
AB Real
AC Real
ABC Real
Best Fit -- AB
ra rb rc phic
0.3582932 0.3529661 0.3113567 2.224021
Resid SumSq = 0.02447474
Ratio: A/B
r[R] = 1.015092
s.e. = 0.04494062
C.I. (delta method): ( 0.9270105 , 1.103174 )
C.I. (Fieller method): ( 0.9307 , 1.1073 )
2nd Derivative : -0.2484088
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = 0.985132
s.e. = 0.04361419
C.I. (delta method): ( 0.8996497 , 1.070614 )
C.I. (Fieller method): ( 0.9031 , 1.0745 )
2nd Derivative : -0.2560026
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = 1.150749
s.e. = 0.05710844
C.I. (delta method): ( 1.038818 , 1.262679 )
C.I. (Fieller method): ( 1.0452 , 1.2701 )
2nd Derivative : -0.1928566
phi[R] = -2.224021
s.e. = 0.06557272
Ratio: C/A
r[R] = 0.8689995
s.e. = 0.04312602
C.I. (delta method): ( 0.7844741 , 0.953525 )
C.I. (Fieller method): ( 0.7874 , 0.9568 )
2nd Derivative : -0.2560026
phi[R] = 2.224021
s.e. = 0.06557272
Ratio: B/C
r[R] = 1.133639
s.e. = 0.05684826
C.I. (delta method): ( 1.022219 , 1.245060 )
C.I. (Fieller method): ( 1.0285 , 1.2524 )
2nd Derivative : -0.1928566
phi[R] = -2.224021
s.e. = 0.06557272
Ratio: C/B
r[R] = 0.8821149
s.e. = 0.04423515
C.I. (delta method): ( 0.7954156 , 0.9688142 )
C.I. (Fieller method): ( 0.7985 , 0.9723 )
2nd Derivative : -0.2484088
phi[R] = 2.224021
s.e. = 0.06557272
ra rb rc
0.3553113 0.3529383 -0.2598413
Resid SumSq = 0.04119631
Ratio: A/B
r[R] = 1.006723
s.e. = 0.05730478
C.I. (delta method): ( 0.894408 , 1.119039 )
C.I. (Fieller method): ( 0.9003 , 1.1259 )
2nd Derivative : -0.2478823
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = 0.9933215
s.e. = 0.05654192
C.I. (delta method): ( 0.8825014 , 1.104142 )
C.I. (Fieller method): ( 0.8882 , 1.1107 )
2nd Derivative : -0.2512551
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = -1.367417
s.e. = 0.09604908
C.I. (delta method): ( -1.555669 , -1.179164 )
C.I. (Fieller method): ( -1.5746 , -1.1945 )
2nd Derivative : -0.1335840
phi[R] = 0
s.e. = 0
Ratio: C/A
r[R] = -0.731306
s.e. = 0.05136787
C.I. (delta method): ( -0.8319852 , -0.6306269 )
C.I. (Fieller method): ( -0.8372 , -0.6351 )
2nd Derivative : -0.2512551
phi[R] = 0
s.e. = 0
Ratio: B/C
r[R] = -1.358284
s.e. = 0.0958261
C.I. (delta method): ( -1.5461 , -1.170469 )
C.I. (Fieller method): ( -1.5649 , -1.1857 )
2nd Derivative : -0.1335840
phi[R] = 0
s.e. = 0
Ratio: C/B
r[R] = -0.7362229
s.e. = 0.05194006
C.I. (delta method): ( -0.8380235 , -0.6344222 )
C.I. (Fieller method): ( -0.8434 , -0.639 )
2nd Derivative : -0.2478823
phi[R] = 0
s.e. = 0
ra rb rc phib
0.2972931 0.4138959 0.344419 2.343624
Resid SumSq = 0.2375009
Ratio: A/B
r[R] = 0.71828
s.e. = 0.1078560
C.I. (delta method): ( 0.506886 , 0.9296739 )
C.I. (Fieller method): ( 0.5151 , 0.9429 )
2nd Derivative : -0.3355338
phi[R] = -2.343624
s.e. = 0.2616172
Ratio: B/A
r[R] = 1.392215
s.e. = 0.2090533
C.I. (delta method): ( 0.982478 , 1.801952 )
C.I. (Fieller method): ( 1.0606 , 1.9414 )
2nd Derivative : -0.1629558
phi[R] = 2.343624
s.e. = 0.2616172
Ratio: A/C
r[R] = 0.8631729
s.e. = 0.1534348
C.I. (delta method): ( 0.5624462 , 1.163900 )
C.I. (Fieller method): ( 0.5889 , 1.2034 )
2nd Derivative : -0.2299390
phi[R] = 0
s.e. = 0
Ratio: C/A
r[R] = 1.158516
s.e. = 0.2059341
C.I. (delta method): ( 0.754893 , 1.562140 )
C.I. (Fieller method): ( 0.831 , 1.6981 )
2nd Derivative : -0.1629558
phi[R] = 0
s.e. = 0
Ratio: B/C
r[R] = 1.201722
s.e. = 0.1492755
C.I. (delta method): ( 0.9091475 , 1.494297 )
C.I. (Fieller method): ( 0.9445 , 1.545 )
2nd Derivative : -0.2299390
phi[R] = 2.343624
s.e. = 0.2616172
Ratio: C/B
r[R] = 0.8321391
s.e. = 0.1033667
C.I. (delta method): ( 0.6295442 , 1.034734 )
C.I. (Fieller method): ( 0.6472 , 1.0588 )
2nd Derivative : -0.3355338
phi[R] = -2.343624
s.e. = 0.2616172
Produced by Stephen Wilson, 2008
For details on development, please email sw1703@me.com