Xin Ran, Ellen Meara, Nancy E Morden, Erika L Moen, Daniel N Rockmore, A James O'Malley
{"title":"估算医生开具风险处方对医生共享患者关系基础网络结构的影响。","authors":"Xin Ran, Ellen Meara, Nancy E Morden, Erika L Moen, Daniel N Rockmore, A James O'Malley","doi":"10.1007/s41109-024-00670-y","DOIUrl":null,"url":null,"abstract":"<p><p>Social network analysis and shared-patient physician networks have become effective ways of studying physician collaborations. Assortative mixing or \"homophily\" is the network phenomenon whereby the propensity for similar individuals to form ties is greater than for dissimilar individuals. Motivated by the public health concern of risky-prescribing among older patients in the United States, we develop network models and tests involving novel network measures to study whether there is evidence of homophily in prescribing and deprescribing in the specific shared-patient network of physicians linked to the US state of Ohio in 2014. Evidence of homophily in risky-prescribing would imply that prescribing behaviors help shape physician networks and would suggest strategies for interventions seeking to reduce risky-prescribing (e.g., strategies to directly reduce risky prescribing might be most effective if applied as group interventions to risky prescribing physicians connected through the network and the connections between these physicians could be targeted by tie dissolution interventions as an indirect way of reducing risky prescribing). Furthermore, if such effects varied depending on the structural features of a physician's position in the network (e.g., by whether or not they are involved in cliques-groups of actors that are fully connected to each other-such as closed triangles in the case of three actors), this would further strengthen the case for targeting groups of physicians involved in risky prescribing and the network connections between them for interventions. Using accompanying Medicare Part D data, we converted patient longitudinal prescription receipts into novel measures of the intensity of each physician's risky-prescribing. Exponential random graph models were used to simultaneously estimate the importance of homophily in prescribing and deprescribing in the network beyond the characteristics of physician specialty (or other metadata) and network-derived features. In addition, novel network measures were introduced to allow homophily to be characterized in relation to specific triadic (three-actor) structural configurations in the network with associated non-parametric randomization tests to evaluate their statistical significance in the network against the null hypothesis of no such phenomena. We found physician homophily in prescribing and deprescribing. We also found that physicians exhibited within-triad homophily in risky-prescribing, with the prevalence of homophilic triads significantly higher than expected by chance absent homophily. These results may explain why communities of prescribers emerge and evolve, helping to justify group-level prescriber interventions. The methodology may be applied, adapted or generalized to study homophily and its generalizations on other network and attribute combinations involving analogous shared-patient networks and more generally using other kinds of network data underlying other kinds of social phenomena.</p>","PeriodicalId":37010,"journal":{"name":"Applied Network Science","volume":null,"pages":null},"PeriodicalIF":1.3000,"publicationDate":"2024-01-01","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"https://www.ncbi.nlm.nih.gov/pmc/articles/PMC11450072/pdf/","citationCount":"0","resultStr":"{\"title\":\"Estimating the impact of physician risky-prescribing on the network structure underlying physician shared-patient relationships.\",\"authors\":\"Xin Ran, Ellen Meara, Nancy E Morden, Erika L Moen, Daniel N Rockmore, A James O'Malley\",\"doi\":\"10.1007/s41109-024-00670-y\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"<p><p>Social network analysis and shared-patient physician networks have become effective ways of studying physician collaborations. Assortative mixing or \\\"homophily\\\" is the network phenomenon whereby the propensity for similar individuals to form ties is greater than for dissimilar individuals. Motivated by the public health concern of risky-prescribing among older patients in the United States, we develop network models and tests involving novel network measures to study whether there is evidence of homophily in prescribing and deprescribing in the specific shared-patient network of physicians linked to the US state of Ohio in 2014. Evidence of homophily in risky-prescribing would imply that prescribing behaviors help shape physician networks and would suggest strategies for interventions seeking to reduce risky-prescribing (e.g., strategies to directly reduce risky prescribing might be most effective if applied as group interventions to risky prescribing physicians connected through the network and the connections between these physicians could be targeted by tie dissolution interventions as an indirect way of reducing risky prescribing). Furthermore, if such effects varied depending on the structural features of a physician's position in the network (e.g., by whether or not they are involved in cliques-groups of actors that are fully connected to each other-such as closed triangles in the case of three actors), this would further strengthen the case for targeting groups of physicians involved in risky prescribing and the network connections between them for interventions. Using accompanying Medicare Part D data, we converted patient longitudinal prescription receipts into novel measures of the intensity of each physician's risky-prescribing. Exponential random graph models were used to simultaneously estimate the importance of homophily in prescribing and deprescribing in the network beyond the characteristics of physician specialty (or other metadata) and network-derived features. In addition, novel network measures were introduced to allow homophily to be characterized in relation to specific triadic (three-actor) structural configurations in the network with associated non-parametric randomization tests to evaluate their statistical significance in the network against the null hypothesis of no such phenomena. We found physician homophily in prescribing and deprescribing. We also found that physicians exhibited within-triad homophily in risky-prescribing, with the prevalence of homophilic triads significantly higher than expected by chance absent homophily. These results may explain why communities of prescribers emerge and evolve, helping to justify group-level prescriber interventions. The methodology may be applied, adapted or generalized to study homophily and its generalizations on other network and attribute combinations involving analogous shared-patient networks and more generally using other kinds of network data underlying other kinds of social phenomena.</p>\",\"PeriodicalId\":37010,\"journal\":{\"name\":\"Applied Network Science\",\"volume\":null,\"pages\":null},\"PeriodicalIF\":1.3000,\"publicationDate\":\"2024-01-01\",\"publicationTypes\":\"Journal Article\",\"fieldsOfStudy\":null,\"isOpenAccess\":false,\"openAccessPdf\":\"https://www.ncbi.nlm.nih.gov/pmc/articles/PMC11450072/pdf/\",\"citationCount\":\"0\",\"resultStr\":null,\"platform\":\"Semanticscholar\",\"paperid\":null,\"PeriodicalName\":\"Applied Network Science\",\"FirstCategoryId\":\"1085\",\"ListUrlMain\":\"https://doi.org/10.1007/s41109-024-00670-y\",\"RegionNum\":0,\"RegionCategory\":null,\"ArticlePicture\":[],\"TitleCN\":null,\"AbstractTextCN\":null,\"PMCID\":null,\"EPubDate\":\"2024/10/3 0:00:00\",\"PubModel\":\"Epub\",\"JCR\":\"Q3\",\"JCRName\":\"COMPUTER SCIENCE, THEORY & METHODS\",\"Score\":null,\"Total\":0}","platform":"Semanticscholar","paperid":null,"PeriodicalName":"Applied Network Science","FirstCategoryId":"1085","ListUrlMain":"https://doi.org/10.1007/s41109-024-00670-y","RegionNum":0,"RegionCategory":null,"ArticlePicture":[],"TitleCN":null,"AbstractTextCN":null,"PMCID":null,"EPubDate":"2024/10/3 0:00:00","PubModel":"Epub","JCR":"Q3","JCRName":"COMPUTER SCIENCE, THEORY & METHODS","Score":null,"Total":0}
引用次数: 0
摘要
社会网络分析和共享病人的医生网络已成为研究医生合作的有效方法。同类混合(Assortative Mixing)或 "同质性"(homophily)是一种网络现象,即相似个体形成联系的倾向大于不同个体。出于对美国老年患者开具风险处方这一公共卫生问题的关注,我们建立了网络模型,并使用新型网络测量方法进行测试,以研究在 2014 年与美国俄亥俄州相关联的特定医生共享患者网络中,是否存在开具处方和取消处方的同质性证据。风险处方的同质性证据将意味着处方行为有助于形成医生网络,并将为寻求减少风险处方的干预措施提出建议(例如,如果将直接减少风险处方的策略作为群体干预措施应用于通过网络连接的风险处方医生,则可能最为有效,而这些医生之间的联系可以作为减少风险处方的一种间接方式,通过纽带解体干预措施加以解决)。此外,如果这种效果因医生在网络中的位置结构特征而异(例如,根据他们是否参与小团体--彼此完全连接的行为者群体--如三个行为者的封闭三角形),这将进一步加强针对参与风险处方的医生群体以及他们之间的网络连接进行干预的理由。利用随附的医疗保险 D 部分数据,我们将患者的纵向处方收据转换为衡量每位医生风险处方强度的新指标。我们使用指数随机图模型同时估算了医生专业特征(或其他元数据)和网络衍生特征之外,网络中开具处方和取消处方的同质性的重要性。此外,我们还引入了新的网络度量方法,以便根据网络中特定的三元(三因素)结构配置来描述同质性,并进行相关的非参数随机检验,以评估其在网络中的统计意义,并与无此类现象的零假设进行对比。我们发现医生在开处方和取消处方方面具有同质性。我们还发现,医生在开具风险处方时表现出了同族三人组,同族三人组的发生率明显高于不存在同族三人组的偶然性。这些结果可以解释开处方者群体出现和发展的原因,有助于证明群体层面的开处方者干预措施的合理性。该方法可以应用、调整或推广,以研究同质性及其在其他网络和属性组合(涉及类似的共享患者网络)上的普遍性,并更广泛地使用其他类型的网络数据来揭示其他类型的社会现象。
Estimating the impact of physician risky-prescribing on the network structure underlying physician shared-patient relationships.
Social network analysis and shared-patient physician networks have become effective ways of studying physician collaborations. Assortative mixing or "homophily" is the network phenomenon whereby the propensity for similar individuals to form ties is greater than for dissimilar individuals. Motivated by the public health concern of risky-prescribing among older patients in the United States, we develop network models and tests involving novel network measures to study whether there is evidence of homophily in prescribing and deprescribing in the specific shared-patient network of physicians linked to the US state of Ohio in 2014. Evidence of homophily in risky-prescribing would imply that prescribing behaviors help shape physician networks and would suggest strategies for interventions seeking to reduce risky-prescribing (e.g., strategies to directly reduce risky prescribing might be most effective if applied as group interventions to risky prescribing physicians connected through the network and the connections between these physicians could be targeted by tie dissolution interventions as an indirect way of reducing risky prescribing). Furthermore, if such effects varied depending on the structural features of a physician's position in the network (e.g., by whether or not they are involved in cliques-groups of actors that are fully connected to each other-such as closed triangles in the case of three actors), this would further strengthen the case for targeting groups of physicians involved in risky prescribing and the network connections between them for interventions. Using accompanying Medicare Part D data, we converted patient longitudinal prescription receipts into novel measures of the intensity of each physician's risky-prescribing. Exponential random graph models were used to simultaneously estimate the importance of homophily in prescribing and deprescribing in the network beyond the characteristics of physician specialty (or other metadata) and network-derived features. In addition, novel network measures were introduced to allow homophily to be characterized in relation to specific triadic (three-actor) structural configurations in the network with associated non-parametric randomization tests to evaluate their statistical significance in the network against the null hypothesis of no such phenomena. We found physician homophily in prescribing and deprescribing. We also found that physicians exhibited within-triad homophily in risky-prescribing, with the prevalence of homophilic triads significantly higher than expected by chance absent homophily. These results may explain why communities of prescribers emerge and evolve, helping to justify group-level prescriber interventions. The methodology may be applied, adapted or generalized to study homophily and its generalizations on other network and attribute combinations involving analogous shared-patient networks and more generally using other kinds of network data underlying other kinds of social phenomena.