Examples of using Cox regression in English and their translations into Chinese
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The Cox Regression Method.
Interpretation of the Cox regression results.
Cox regression is a form of survival analysis.
Relative survival and Cox regression were performed.
Cox regression models were adjusted for disease risk factors.
The risk ratios from the Cox regression model are shown in Table 2.
Cox regression was used to assess the association between CVD-RFs and outcomes.
Long-term incidence of AF was estimated by cumulative incidence curves andmultivariable Cox regression models.
Cox regression was used to calculate unadjusted and adjusted hazard ratios(HRs).
Furthermore, the prognostic risk assessmentmodel of 5-gene signature is established by Cox regression analysis.
Survival analysis includes Cox regression(Proportional hazards model) and Kaplan- Meier survival analysis.
The model used a computational learningstrategy technically referred to as an ensemble of penalized Cox regression models, hence the model's name ePCR.
Cox regression was used to evaluate the association between a new cancer diagnosis and subsequent cerebrovascular events.
Incidence rate, Kaplan-Meier, and multivariable Cox regression models were used to assess differences in time to event(KSHV seroconversion) between groups.
Cox regression was used to calculate risk of death from cardiovascular disease(CVD), major CVD events, hospitalizations for heart failure(HF), and total deaths.
It can be widely used in anomaly detection, Bayesian networks,CARMA, Cox regression and basic neural networks that use multilayer perceptron with back-propagation learning.
We used Cox regression models to obtain adjusted relative risks that compared categories of smokers or ex-smokers with otherwise similar never-smokers.
It can also be used for anomaly detection, Bayesian networks,CARMA, Cox regression and basic neural networks that use multilayer perceptron with back-propagation learning.
Select Cox regression to perform proportional hazard regression with time-to-response or duration response as the dependent variable.
It can be extensively applied in Bayesian networks, anomaly detection,CARMA, Cox regression and basic neural networks that utilise multilayer perceptron with back-propagation learning.
Note that that Cox regression is so popular in the PubMed data because it is frequently used for analyzing Kaplan-Meier survival data.
Multivariate analysis was carried out using Cox survival regression analysis.
Cox proportional hazard regression analysis for 30-day mortality.
Cox proportional hazards regression models were developed to identify risk factors for complications.
Cox proportional-hazards regression analyses, with assessment of interactions between all significant variables, were used to identify predictors of ICH.
Cox proportional hazards regression was used to calculate the unadjusted and adjusted hazard ratios(HR).
We used Kaplan-Meier analysis and Cox proportional hazards regression to investigate survival in the two-year period following diagnosis.
The classic use of Cox proportional hazards regression indicated a 95 percent confidence interval of 1.04 to 1.32.