In this case the correlation Tab.2 Reliability multiplying 
  
  
  
  
  
  
  
  
  
  
coefficient has following factor kes 
simple form: 
dis (x0=0.1%, 882804) 
p = 24 ' 
E UP  L UD NT wo 
where E are the elements of 3.00 4.383 5 649 
0.98 3.099 3.995 
the cofactor matrix Qu of re- 0.97 2.530 3.262 
0.96 2.191 2.826 
siduals. 0.95 1.964 2.528 
i eias 
The sensitivity or external 0.92 1.552 1.998 
0.91 1.460 1.879 
reliability of two alternative 9.3 285 1-22 
0.80 ; ; 
hypotheses can be determined 075 los Lis 
as above. 0.60 1:019 1.019 
0.50 1.015 1.015 
The effect of undetectable 0.40 1.010 1.010 
ic Hm 
model errors on the estimated g ze N }:008 
unknows is determined by the 0.00 1.000 1.000 
length Sols;) of the influence 
| vector: d 
| Rs) ; Si (Pss (Pss) 14)8, 
| 43145. Oii 
j 3 J S1 (Pss)115, (25) 
| 
for Eq.(19) or 
$004, 55 907 TEC (26) 
for Eq.(20). 
In Eq. (25) 
sad (27 
B tU c0), ) 
Now, the effect of undetectable and undistingueshable model 
errors can be written as * 
8o(5)1j = 8o(s,)'k Pij (28) 
or 
  
80 (1,3) - $9 (14) o, (29) 
| 
| Because from Tab.2 it can be found that ihe separability 
multiplying factor is essentially dependent on the correlation 
70193 -