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the deviation is rather big. The probable reason is that general estimation methods
have problems with varying parameter courses.
5.2 Imputation of Real Missing Data and Setting up a New Model
As a consequence of the experimental results, we assumed that our method is not per-
fect but at least practical. So, it was attempted to impute real missing data. The result
is shown in table 6.
It is no surprise that more missing values could be imputed (table 6) than randomly
deleted ones (see table 2), because all imputation methods rely on other parameter
values and in general holds that with an increased number of given values the chance
of imputing missing values increases too. In the experiment (table 4) not just the ran-
domly deleted values were missing but also the real missing ones.
Table 6. Summary of missing and imputed values.
Number of Parameters
112
Number of values
448
Number of missing values
104
Number of completely imputed values
37
Number of estimated values
24
Number of partly imputed values (binary)
19
Number of automatically imputed values
49
Number of expert assistance
31
Number of values that could not be imputed
24
After this imputation we return to the original problem, namely to set up a model
for the hypothesis that actively participating in the fitness program improves the con-
ditions of the patients (see section 2.1). Since many missing values have been im-
puted, the expert user can chose other main factors to set up the model, namely also
those ones where many data had been missing before. In fact, the expert user now
chose a different third factor than before, namely PTH instead of WorkJ. The result-
ing strongest model is shown in table 7.
Table 7. Results of Fisher's exact test, for p < 0.0001.
Patient's
physical condition
Fisher
Exact p
Active
Non-active
Better
39
1
< 0.0001
Worse
11
21
The result is obviously much better than the model before (see table 1 in section
2.1). Since the missing data problem is not responsible for all exceptional cases, also
for this model some (eleven) exceptional cases still have to be explained.
 
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