Aust et al developed a bedside risk formula for predicting 30-day mortality in surgical patients. This is a simplified version of formulas based on logistic regression analysis (see previous section). The authors are from the University of Texas Health Science Center at San Antonio.
Parameters:
(1) serum albumin in g/dL
(2) ASA (American Society of Anesthesiologists) patient classification (from 1 to 5, see above)
(3) age of the patient
(4) cancer diagnosis
(5) emergency surgery
(6) difficulty or complexity of surgery
Parameter |
Finding |
Points |
---|---|---|
cancer diagnosis |
none |
0 |
|
present |
1 |
emergency surgery |
no |
0 |
|
yes |
1 |
surgery difficult or complex |
no |
0 |
|
yes |
1 |
risk index =
= ((age of the patient in years) / 40) - (serum albumin in g/dL) + (ASA classification) + (points for cancer diagnosis) + (points for emergency surgery) + (points for surgical difficulty) - 5
Risk Index |
30-Day Mortality |
-4 |
1% |
-3 |
4% |
-2 |
12% |
-1 |
25% |
0 |
50% |
+ 1 |
75% |
When this data is analyzed in JMP"
percent mortality (as a whole number from 0 to 100) =
= (3.1786 * ((index)^2)) + (24.4214 * (index)) + 48.0429
Performance:
• The area under the ROC (c index) was 0.82.
Purpose: To evaluate the 30-day mortality risk for a surgical patient using the bedside risk index of Aust et al.
Specialty: Anesthesiology
Objective: risk factors, severity, prognosis, stage
ICD-10: C00-D49, I05-I09, I20-I25, I26-I28, I30-I52, I60-I69, I70-I79, I80-I89, K20-K31, K35-K38, K40-K46, K55-K63, K65-K67, K70-K77, K80-K87, M15-M19, M45-M49, N00-N99, S00-T88,