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通过结构方程建模评估竞争压力耐受模型。

Evaluating competing models of distress tolerance via structural equation modeling.

机构信息

Florida State University, United States.

University of Maryland, College Park, United States.

出版信息

J Psychiatr Res. 2023 Jun;162:95-102. doi: 10.1016/j.jpsychires.2023.03.040. Epub 2023 Apr 4.

Abstract

Distress Tolerance (DT) is a transdiagnostic risk and maintenance factor implicated in a wide range of internalizing spectrum (INT) disorders. DT is commonly conceptualized as a higher-order construct, yet its lower-order dimensions are still debated. While the tolerance of negative emotions, frustration, and physical discomfort are widely considered to be central features of DT, the inclusions of intolerance of uncertainty (IU) and anxiety sensitivity (AS) are disputed. This study is the first to compare the two leading hierarchical models of DT directly. We also propose and test a DT model which includes IU and AS as lower-order dimensions. This "combined" model drew from the prior hierarchical theories and subsequent research demonstrating IU and AS to be highly correlated. To evaluate the competing models of DT, structured equation modeling was used to construct latent models representing each leading model and our novel "combined" model. A clinical sample was analyzed (N = 278), with participants having completed self-report scales measuring DT's theorized lower-order dimensions. Of the proposed models, the "combined" model demonstrated the best fit indices in the context of INT. A regression model with our "combined" model indicated that even after its shared variance with the Distress Intolerance Index (DII) was removed, it still had a moderate association with INT (β = 0.805, p < .01). This suggests that the only extant measure of the higher-order DT construct, the DII, fails to capture considerable variance in its latent structure. Future directions are discussed.

摘要

痛苦容忍度(DT)是一种跨诊断风险和维持因素,与广泛的内化谱(INT)障碍有关。DT 通常被概念化为一个高阶结构,但它的低阶维度仍存在争议。虽然对负面情绪、挫折和身体不适的容忍被广泛认为是 DT 的核心特征,但对不确定性容忍度(IU)和焦虑敏感性(AS)的纳入存在争议。这项研究首次直接比较了 DT 的两种领先的层次模型。我们还提出并测试了一种将 IU 和 AS 作为低阶维度纳入的 DT 模型。这个“组合”模型借鉴了先前的层次理论和后续研究,这些研究表明 IU 和 AS 高度相关。为了评估 DT 的竞争模型,结构方程建模被用于构建代表每个领先模型和我们新颖的“组合”模型的潜在模型。对临床样本(N=278)进行了分析,参与者完成了测量 DT 理论上的低阶维度的自我报告量表。在所提出的模型中,“组合”模型在 INT 背景下表现出最佳的拟合指数。与我们的“组合”模型的回归模型表明,即使在与痛苦容忍度指数(DII)的共同方差被去除后,它仍然与 INT 有中度关联(β=0.805,p<0.01)。这表明,唯一现存的高阶 DT 结构的测量工具,即 DII,未能捕捉到其潜在结构中的相当大的方差。未来的方向进行了讨论。

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