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Proportional hazards (Cox) regression
Journal of General Internal Medicine, 1993PROPORTIONAL HAZARDS ( C o x ) REGRESSION is a powerful analytic tool for testing whe the r several factors (e.g., cigarette smoking, hyper tens ion) are independent ly related to the rate (over t ime) of a specific event (e.g., heart attack yes /no) . It can also be used to control for baseline differences be t ween groups in nonrandomized studies and
M H, Katz, W W, Hauck
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Computational Statistics & Data Analysis, 2023
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Martinez-Vargas, Danae +1 more
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zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Martinez-Vargas, Danae +1 more
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Penalized likelihood in Cox regression
Statistics in Medicine, 1994AbstractIn a Cox regression model, instability of the estimated regression coefficients can be reduced by maximizing a penalized partial log‐likelihood, where a penalty function of the regression coefficients is substracted from the partial log‐likelihood.
P J, Verweij, H C, Van Houwelingen
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Diagnostic Plots in Cox's Regression Model
Biometrics, 1991Two diagnostic plots are presented for validating the fitting of a Cox proportional hazards model. The added variable plot is developed to assess the effect of adding a covariate to the model. The constructed variable plot is applied to detect nonlinearity of a fitted covariate. Both plots are also useful for identifying influential observations on the
Chen, Chen-Hsin, Wang, P. C.
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2020
Point processes in time have a wide range of applications that include the claims arrival process in insurance or the analysis of queues in operations research. Due to advances in technology, such samples of point processes are increasingly encountered. A key object of interest is the local intensity function.
Gajardo, ��lvaro +1 more
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Point processes in time have a wide range of applications that include the claims arrival process in insurance or the analysis of queues in operations research. Due to advances in technology, such samples of point processes are increasingly encountered. A key object of interest is the local intensity function.
Gajardo, ��lvaro +1 more
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Cox proportional hazards regression
BMJ, 2013Researchers measured the effect on one year mortality of secondary drug prevention for patients with stroke in routine primary care. They used a cohort study design, which incorporated patient data from the health improvement network primary care database. Participants were 12 830 patients aged 50 years or more from 113 general practices.
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2010
Primary scientific question: is there a significant difference in survival between the group treated with one treatment versus the other.
Ton J. Cleophas, Aeilko H. Zwinderman
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Primary scientific question: is there a significant difference in survival between the group treated with one treatment versus the other.
Ton J. Cleophas, Aeilko H. Zwinderman
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2003
AbstractThis chapter describes the conceptual underpinnings of the Cox regression model and demonstrates how to fit it to data. Section 14.1 begins by developing the Cox model specification itself, demonstrating why it is a sensible representation. Section 14.2 describes how the model is fit.
Judith D. Singer, John B. Willett
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AbstractThis chapter describes the conceptual underpinnings of the Cox regression model and demonstrates how to fit it to data. Section 14.1 begins by developing the Cox model specification itself, demonstrating why it is a sensible representation. Section 14.2 describes how the model is fit.
Judith D. Singer, John B. Willett
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1998
Dans le modèle considéré, la fonction de risque est spécifiée comme le produit d'un terme paramétrique de régression et d'un risque de base non paramétrique. Contrairement au modèle à risques proportionnels de Cox, la fonction de base ne dépend pas seulement de la variable de durée, mais aussi de la date de début du phénomène d'intérêt.
Pons, O., Visser, M.
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Dans le modèle considéré, la fonction de risque est spécifiée comme le produit d'un terme paramétrique de régression et d'un risque de base non paramétrique. Contrairement au modèle à risques proportionnels de Cox, la fonction de base ne dépend pas seulement de la variable de durée, mais aussi de la date de début du phénomène d'intérêt.
Pons, O., Visser, M.
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