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. 2013 Feb 15;8(2):e56189. doi: 10.1371/journal.pone.0056189

Table 2. Unconditional and conditional logistic regression analysis of the number of oocytes retrieved.

Variable Clinical pregnancy Model Live birth Model
OddsRatio1 P-value1 OddsRatio2 P-value2 OddsRatio3 P-value3 OddsRatio1 P-value1 OddsRatio2 P-value2 OddsRatio3 P-value3
Oocytes retrieved <0.0001a 0.968a 0.693a <0.0001 0.666a 0.396a
≤6 0.59[0.47–0.73] <0.0001 1.03[0.80–1.34] 0.809 1.10[0.85–1.44] 0.439 0.64[0.51–0.79] <0.0001 1.09[0.85–1.42] 0.495 1.12[0.89–1.56] 0.183
7–14 0.95[0.81–1.12] 0.562 1.02[0.86–1.20] 0.861 1.05[0.90–1.25] 0.509 0.92[0.78–1.09] 0.328 0.98[0.83–1.16] 0.804 1.02[0.86–1.21] 0.754
≥15 1 1 1 1 1 1
1

Unconditional logistic regression model with only the number of oocytes retrieved included.

2

Conditional logistic regression model with the number of oocytes retrieved included, stratified by the number of good-quality embryos transferred and the number of embryos transferred.

3

Conditional logistic regression model with the number of oocytes included, stratified by the number of good-quality embryos transferred and the number of embryos transferred and maternal age (<35, ≥35).

a

p-value for testing overall effects of number of oocytes retrieved.