A Real
FAIL
AB Real
FAIL
AC Real
FAIL
ABC Real
Best Fit -- ABC
ra rb rc
-3.162864e+14 -7.899136e+14 1.249634
Resid SumSq = 0.03203013
Ratio: A/B
r[R] = 0.4004063
s.e. = 0.6427424
C.I. (delta method): ( -0.8593456 , 1.660158 )
C.I. (Fieller method): Complex Roots
phi[R] = 0
s.e. = 0
Ratio: B/A
r[R] = 2.497463
s.e. = 4.008991
C.I. (delta method): ( -5.360016 , 10.35494 )
C.I. (Fieller method): Complex Roots
phi[R] = 0
s.e. = 0
Ratio: A/C
r[R] = -2.531033e+14
s.e. = 5.320827e+14
C.I. (delta method): ( -1.295966e+15 , 7.897597e+14 )
C.I. (Fieller method): ( -1.233642e+15 , 8.615458e+14 )
2nd Derivative : -3.107757
phi[R] = 0
s.e. = 0
Ratio: C/A
r[R] = -3.950957e-15
s.e. = 8.305843e-15
C.I. (delta method): ( -2.023011e-14 , 1.232820e-14 )
C.I. (Fieller method): ( 0 , 0 )
2nd Derivative : 3.303046e+30
phi[R] = 0
s.e. = 0
Ratio: B/C
r[R] = -6.321161e+14
s.e. = 5.312506e+14
C.I. (delta method): ( -1.673348e+15 , 4.09116e+14 )
C.I. (Fieller method): ( -1.611346e+15 , 4.805346e+14 )
2nd Derivative : -3.107757
phi[R] = 0
s.e. = 0
Ratio: C/B
r[R] = -1.581988e-15
s.e. = 1.329553e-15
C.I. (delta method): ( -4.187865e-15 , 1.023889e-15 )
C.I. (Fieller method): ( 0 , 0 )
2nd Derivative : 2.406360e+30
phi[R] = 0
s.e. = 0
Produced by Stephen Wilson, 2008
For details on development, please email sw1703@me.com