Table 7:

Survival analysis using a Cox-proportional hazards model

Univariable analysis
Multivariable analysis
HR95% CIP-ValueHR95% CIP-Value
Fast-track management0.590.23–1.50.30.570.22–1.510.3
Age1.091.04–1.14<0.0011.091.04–1.14<0.001
Female sex1.290.52–3.20.61.040.43–2.50.9
Univariable analysis
Multivariable analysis
HR95% CIP-ValueHR95% CIP-Value
Fast-track management0.590.23–1.50.30.570.22–1.510.3
Age1.091.04–1.14<0.0011.091.04–1.14<0.001
Female sex1.290.52–3.20.61.040.43–2.50.9

Cox-proportional hazards model with adjusted standard errors using generalized estimating equations. Univariable and multivariable effect sizes are reported as hazard ratios. Bold P-values are <0.05, indicating statistical significance.

CI: confidence interval; HR: hazards ratio.

Table 7:

Survival analysis using a Cox-proportional hazards model

Univariable analysis
Multivariable analysis
HR95% CIP-ValueHR95% CIP-Value
Fast-track management0.590.23–1.50.30.570.22–1.510.3
Age1.091.04–1.14<0.0011.091.04–1.14<0.001
Female sex1.290.52–3.20.61.040.43–2.50.9
Univariable analysis
Multivariable analysis
HR95% CIP-ValueHR95% CIP-Value
Fast-track management0.590.23–1.50.30.570.22–1.510.3
Age1.091.04–1.14<0.0011.091.04–1.14<0.001
Female sex1.290.52–3.20.61.040.43–2.50.9

Cox-proportional hazards model with adjusted standard errors using generalized estimating equations. Univariable and multivariable effect sizes are reported as hazard ratios. Bold P-values are <0.05, indicating statistical significance.

CI: confidence interval; HR: hazards ratio.

Close
This Feature Is Available To Subscribers Only

Sign In or Create an Account

Close

This PDF is available to Subscribers Only

View Article Abstract & Purchase Options

For full access to this pdf, sign in to an existing account, or purchase an annual subscription.

Close