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. 2017 Oct 9;75:43. doi: 10.1186/s13690-017-0211-y

Table 3.

Statistical models on GOS by sex

Tests Bangladeshi data Bootstrap of Bangladeshi data CRASH data
Fisher’s exact test P-value 1 <0.001
CI 0.427 ∼ 2.441 0.639 ∼ 0.863
Odds 1.001 0.743
Test of proportions P-value 0.99 <0.001
CI -0.174 ∼ 0.173 -0.074 ∼ -0.023
Binary logistic model P-value 0.998 0.998 <0.001
CI 0.453 ∼ 2.211 0.453 ∼ 2.211 0.641 ∼ 0.861
Odds 1.001 1.001 0.743
Proportional odds model CI 0.477 ∼ 1.682 0.477 ∼ 1.682 0.813 ∼ 1.025
Odds 0.896 0.896 0.913
Sliding dichotomy model P-value 0.841 0.841 0.688
CI 0.441 ∼ 2.735 0.441 ∼ 2.736 0.816 ∼ 1.144
Odds 1.098 1.098 0.966

The reference level for sex was ‘male’