Description

Sims et al used decision tree analysis to predict the probability of a cesarean section being performed in a parous woman in labor. This can help triage the woman for a trial of labor. The authors are from the University of Pittsburgh, Carnegie Mellon University, University of California Los Angeles and Siemens Corporate Research Inc.


Study group: 22,157 women with live-born singleton pregnancies from 1995 to 1997

 

Parameters:

(1) previous cesarean delivery

(2) rupture of membranes

(3) presentation

(4) fetal growth

(5) fetal distress

(6) preterm

(7) chorioamnionitis

(8) umbilical cord prolapse

(9) placenta previa

 

Explanation:

(1) The first and second tables were initially one table that was split to simplify placement.

(2) Each terminal cell represents a terminal cell in the decision tree, proceeding from right to left.

 

Previous Cesarean

Rupture

Presen-tation

Fetal Growth

Fetal Distress

Terminal Cell

Y

 

mal

 

 

1

Y

artificial

normal

 

Y

2

Y

artificial

normal

 

N

3

Y

spontan

mal

 

 

4

Y

spontan

normal

IUGR

 

5

Y

spontan

normal

macrosomia

 

6

Y

spontan

normal

normal

 

7

N

 

abnormal lie

 

 

8

N

 

breech

 

 

9

N

 

vertex

 

Y

10

N

 

vertex

 

Y

11

N

 

vertex

 

Y

12

N

 

vertex

 

Y

13

N

 

vertex

 

N

14

N

artificial

vertex

 

N

15

N

spontan

vertex

 

N

16

N

spontan

vertex

 

N

17

N

spontan

vertex

 

N

18

 

where:

• One branch point is based on "malpresentation", which is not defined. This is assumed to represent abnormal lie or breech presentation.

 

Preterm

Chorio-amnionitis

Cord Prolapse

Placenta Previa

Terminal Cell

 

 

 

 

1

 

 

 

 

2

 

 

 

 

3

 

 

 

 

4

 

 

 

 

5

 

 

 

 

6

 

 

 

 

7

 

 

 

 

8

 

 

 

 

9

Y

 

 

 

10

N

Y

 

 

11

N

N

Y

 

12

N

N

N

 

13

 

 

Y

 

14

 

 

N

 

15

Y

 

N

Y

16

N

 

N

Y

17

 

 

N

N

18

 

 

Terminal Cell

Percent Of Group With Cesarean Delivery

1

77%

2

35%

3

10%

4

95%

5

46%

6

82%

7

54%

8

55%

9

73%

10

52%

11

42%

12

88%

13

10%

14

64%

15

1%

16

69%

17

8%

18

3%

 


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