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BOOKS OF RtfiDIfGS - PAHO/WHO

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C- ' MIX DEFINITION BY DRG<br />

TABLE 11.<br />

- 56 -<br />

No. of Per Cent<br />

Variable Groups Reductiba<br />

age 3 1 ..05<br />

oper2 1 0.0<br />

dxl 1 0.0<br />

%ex I 0.0<br />

down ofthe surgical groups on the basis of<br />

secondary diagnosis. Moreover, in light of<br />

one of the major objectives of' keeping the<br />

total number of classes low, additional<br />

groups formed at this stage of the partitioning<br />

of Urinary Calcultus patients would be<br />

of questionable value. Therefore, the 2<br />

surgical grotups were not divided further<br />

but were considered terminal groups.<br />

Step 5<br />

The 2 subgroups formed from the nonsurgical<br />

cases on the basis of presence or<br />

absence ofother díagnoses were evaluated<br />

to determine if they should be partitioned<br />

further or left intact as terminal groups.<br />

The algorithm was applied and produced<br />

the results shown for the nonsurgical cases<br />

without multiple diagnoses. The algorithm<br />

produced the results listed in Table 11 for<br />

the nonsurgical cases with multiple<br />

diagnoses.<br />

With respect to the nonsurgical cases<br />

without multiple diagnoses, both sets of<br />

groups font - - ,n the basis of age and secondary<br />

sa ,ncal procedure, respectively,<br />

MEDICAL CARE<br />

were determined unacceptable. In each<br />

instance, more than 95 per cent of the ob.<br />

pervations fell into the first group, leaving<br />

the second group with fewer than 25 cases.<br />

For the nonsurgical cases with multiple<br />

diagnoses, the 3 groups formed using age<br />

levels were considered as potential sub..<br />

groups. The age levels detining the bound.<br />

aries of the groups were 66 and 70. This<br />

partition was rejected for reasons similar to<br />

those above, namely, the lopsided distribution<br />

ofl cases in thle groups. Almost 90 per<br />

cent of the observations had an age under<br />

66.<br />

Thus, the nonsurgical groulps with aind<br />

without multiple diagnoses were consíidered<br />

terminal groups.<br />

We conclude, then, that specific surgical<br />

procedures and the presence of multiple<br />

diagnoses were ímportant variables in<br />

predictir.g length of stay for urinary calculus<br />

patients. The 4 DRGs formed were<br />

significantly different (a = 0.01) with respect<br />

to their average lengths of stay and<br />

are clinically interpretable. To be sure, by<br />

overruling some ofthe partitions suggested<br />

by the algorithin, a certain anmoulnt of<br />

explanatory power was sacrificed. But, the<br />

trade-off was generating a reasonable<br />

number of subgroups or DRGs which<br />

could be interpreted from a medical<br />

perspective. Figure 2 presents a descriptive<br />

summary ofthe length-of-stay distributions<br />

for the groups formed as part of the<br />

partitioning process in this example.

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