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Quantifying degrees of necessity and of sufficiency in cause‐effect relationships with dichotomous and survival outcomes

机译:量化必要性和充足的因多语和生存结果的原因关系

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We suggest measures to quantify the degrees of necessity and of sufficiency of prognostic factors for dichotomous and for survival outcomes. A cause, represented by certain values of prognostic factors, is considered necessary for an event if, without the cause, the event cannot develop. It is considered sufficient for an event if the event is unavoidable in the presence of the cause. Necessity and sufficiency can be seen as the two faces of causation, and this symmetry and equal relevance are reflected by the suggested measures. The measures provide an approximate, in some cases an exact, multiplicative decomposition of explained variation as defined by Schemper and Henderson for censored survival and for dichotomous outcomes. The measures, ranging from zero to one, are simple, intuitive functions of unconditional and conditional probabilities of an event such as disease or death. These probabilities often will be derived from logistic or Cox regression models; the measures, however, do not require any particular model. The measures of the degree of necessity implicitly generalize the established attributable fraction or risk for dichotomous prognostic factors and dichotomous outcomes to continuous prognostic factors and to survival outcomes. In a setting with multiple prognostic factors, they provide marginal and partial results akin to marginal and partial odds and hazard ratios from multiple logistic and Cox regression. Properties of the measures are explored by an extensive simulation study. Their application is demonstrated by three typical real data examples.
机译:我们建议措施量化必要性和充足的预后因素对二分和生存结果的措施。由某些预后因素的值表示的原因被认为是一个没有原因,事件无法发展的事件所必需的。如果事件在存在的情况下是不可避免的事件,则认为这是足够的。必要性和充足可以被视为因果关系的两个面,并通过建议的措施反映了这种对称性和平等的相关性。这些措施在某些情况下提供近似,在某些情况下精确,乘以分解解释的变化,如策划和亨德森所定义的官员和异常结果。从零到1的措施,是疾病或死亡等事件的无条件和条件概率的简单,直观的功能。这些概率通常将来自逻辑或Cox回归模型;然而,措施不需要任何特定模型。必要程度的措施隐含地概括了二分法预后因子和二分法成果的所建立的归属部分或风险,以持续预后因素和生存结果。在具有多重预后因素的环境中,它们提供了来自多个逻辑和COX回归的边缘和部分赔率和危险比的边缘和部分结果。广泛的模拟研究探索了措施的性质。他们的应用程序由三个典型的真实数据示例展示。

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