Carver Scott, Beatty Julia A, Troyer Ryan M, Harris Rachel L, Stutzman-Rodriguez Kathryn, Barrs Vanessa R, Chan Cathy C, Tasker Séverine, Lappin Michael R, VandeWoude Sue
School of Biological Sciences, University of Tasmania, Hobart, TAS, Australia.
Faculty of Veterinary Science, University of Sydney, Sydney, NSW, Australia.
Parasit Vectors. 2015 Dec 23;8:658. doi: 10.1186/s13071-015-1274-7.
Epidemiological studies of disease exposure risk are frequently based on observational, cross-sectional data, and use statistical approaches as crucial tools for formalising causal processes and making predictions of exposure risks. However, an acknowledged limitation of traditional models is that the inferred relationships are correlational, cannot easily distinguish direct from indirect determinants of disease risk, and are often considerable simplifications of complex interrelationships. This may be particularly important when attempting to infer causality in patterns of co-infection through pathogen-facilitation.
We describe analyses of cross-sectional data using structural equation models (SEMs), a contemporary advancement on traditional regression approaches, based on our study system of feline gammaherpesvirus (FcaGHV1) in domestic cats.
SEMs strongly supported a latent (host phenotype) variable associated with FcaGHV1 exposure and co-infection risk, suggesting these individuals are simply more likely to become infected with multiple pathogens. However, indications of pathogen-covariance (potential facilitation) were also variably detected: potentially among FcaGHV1, Bartonella spp and Mycoplasma spp.
Our models suggest multiple exposures are primarily driven by host phenotypic traits, such as aggressive male phenotypes, and secondarily by pathogen-pathogen interactions. The results of this study demonstrate the application of SEMs to understanding epidemiological processes using observational data, and could be used more widely as a complementary tool to understand complex cross-sectional information in a wide variety of disciplines.
疾病暴露风险的流行病学研究通常基于观察性横断面数据,并使用统计方法作为确定因果过程和预测暴露风险的关键工具。然而,传统模型的一个公认局限性在于,推断出的关系是相关性的,难以轻易区分疾病风险的直接决定因素和间接决定因素,并且往往是对复杂相互关系的大幅简化。在试图通过病原体促进作用推断共感染模式中的因果关系时,这一点可能尤为重要。
基于我们在家猫中对猫γ疱疹病毒(FcaGHV1)的研究系统,我们描述了使用结构方程模型(SEM)对横断面数据的分析,这是对传统回归方法的当代改进。
结构方程模型有力地支持了一个与FcaGHV1暴露和共感染风险相关的潜在(宿主表型)变量,表明这些个体更有可能感染多种病原体。然而,也不同程度地检测到了病原体协方差(潜在促进作用)的迹象:可能存在于FcaGHV1、巴尔通体属和支原体属之间。
我们的模型表明,多重暴露主要由宿主表型特征驱动,如具有攻击性的雄性表型,其次是病原体 - 病原体相互作用。本研究结果证明了结构方程模型在利用观察性数据理解流行病学过程中的应用,并且可以作为一种补充工具更广泛地用于理解各种学科中复杂的横断面信息。