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      The Effect of Ignoring Statistical Interactions in Regression Analyses Conducted in Epidemiologic Studies: An Example with Survival Analysis Using Cox Proportional Hazards Regression Model

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          Abstract

          Objective

          To demonstrate the adverse impact of ignoring statistical interactions in regression models used in epidemiologic studies.

          Study design and setting

          Based on different scenarios that involved known values for coefficient of the interaction term in Cox regression models we generated 1000 samples of size 600 each. The simulated samples and a real life data set from the Cameron County Hispanic Cohort were used to evaluate the effect of ignoring statistical interactions in these models.

          Results

          Compared to correctly specified Cox regression models with interaction terms, misspecified models without interaction terms resulted in up to 8.95 fold bias in estimated regression coefficients. Whereas when data were generated from a perfect additive Cox proportional hazards regression model the inclusion of the interaction between the two covariates resulted in only 2% estimated bias in main effect regression coefficients estimates, but did not alter the main findings of no significant interactions.

          Conclusions

          When the effects are synergic, the failure to account for an interaction effect could lead to bias and misinterpretation of the results, and in some instances to incorrect policy decisions. Best practices in regression analysis must include identification of interactions, including for analysis of data from epidemiologic studies.

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          Most cited references21

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          Applied Logistic Regression

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            Generating survival times to simulate Cox proportional hazards models.

            Simulation studies present an important statistical tool to investigate the performance, properties and adequacy of statistical models in pre-specified situations. One of the most important statistical models in medical research is the proportional hazards model of Cox. In this paper, techniques to generate survival times for simulation studies regarding Cox proportional hazards models are presented. A general formula describing the relation between the hazard and the corresponding survival time of the Cox model is derived, which is useful in simulation studies. It is shown how the exponential, the Weibull and the Gompertz distribution can be applied to generate appropriate survival times for simulation studies. Additionally, the general relation between hazard and survival time can be used to develop own distributions for special situations and to handle flexibly parameterized proportional hazards models. The use of distributions other than the exponential distribution is indispensable to investigate the characteristics of the Cox proportional hazards model, especially in non-standard situations, where the partial likelihood depends on the baseline hazard. A simulation study investigating the effect of measurement errors in the German Uranium Miners Cohort Study is considered to illustrate the proposed simulation techniques and to emphasize the importance of a careful modelling of the baseline hazard in Cox models. Copyright 2005 John Wiley & Sons, Ltd
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              Testing for Interaction in Multiple Regression

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                Author and article information

                Journal
                101622434
                42127
                Epidemiology (Sunnyvale)
                Epidemiology (Sunnyvale)
                Epidemiology (Sunnyvale, Calif.)
                2161-1165
                15 June 2016
                15 January 2015
                February 2015
                23 June 2016
                : 6
                : 1
                : 216
                Affiliations
                [1 ]Division of Epidemiology, University of Texas Health Science Center-Houston, School of Public Health, Brownsville Campus, Brownsville, TX, USA
                [2 ]Department of Epidemiology, Human Genetics, and Environmental Sciences (EHGES), University of Texas School of Public Health at Houston, Houston, TX, USA
                [3 ]Division of Clinical and Translational Sciences, Department of Internal Medicine, Medical School; The University of Texas Health Science Center at Houston, Houston, TX, USA
                [4 ]Biostatistics/Epidemiology/Research Design (BERD) Core, Center for Clinical and Translational Sciences (CCTS), The University of Texas Health Science Center at Houston, Houston, TX, USA
                Author notes
                [* ]Corresponding author: Mohammad H. Rahbar PhD, University of Texas Health Science Center at Houston, Biostatistics/Epidemiology/Research Design Component of Center for Clinical and Translational Sciences, 6410 Fannin Street, UT Professional Building Suite 1100.05, Houston, TX 77030, USA, Tel: (713)500-7901; Fax: (713)500-0766; Mohammad.H.Rahbar@ 123456uth.tmc.edu
                Article
                NIHMS787450
                10.4172/2161-1165.1000216
                4918637
                27347436
                d27cc3d1-ed62-4e46-9ba8-98c9394c09d5

                This is an open-access article distributed under the terms of the Creative Commons Attribution License, which permits unrestricted use, distribution, and reproduction in any medium, provided the original author and source are credited.

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                Article

                effect modification,cox proportional hazards model,regression analysis,simulation,statistical interaction,type 2 diabetes

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