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A Residual-Based Approach to Validate Q-Matrix Specifications

机译:基于残差的方法来验证Q矩阵规范

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摘要

Q-matrix validation is of increasing concern due to the significance and subjective tendency of Q-matrix construction in the modeling process. This research proposes a residual-based approach to empirically validate Q-matrix specification based on a combination of fit measures. The approach separates Q-matrix validation into four logical steps, including the test-level evaluation, possible distinction between attribute-level and item-level misspecifications, identification of the hit item, and fit information to aid in item adjustment. Through simulation studies and real-life examples, it is shown that the misspecified items can be detected as the hit item and adjusted sequentially when the misspecification occurs at the item level or at random. Adjustment can be based on the maximum reduction of the test-level measures. When adjustment of individual items tends to be useless, attribute-level misspecification is of concern. The approach can accommodate a variety of cognitive diagnosis models (CDMs) and be extended to cover other response formats.
机译:由于Q矩阵构造在建模过程中的重要性和主观性,Q矩阵验证日益受到关注。这项研究提出了一种基于残差的方法,可以基于拟合量度的组合对Q矩阵规范进行经验验证。该方法将Q矩阵验证分为四个逻辑步骤,包括测试级别的评估,属性级别和项目级别的错误指定之间的可能区别,命中项目的标识以及适合项目调整的适合信息。通过仿真研究和实际示例,可以证明,当错误指定发生在项目级别或随机发生时,可以将错误指定的项目检测为热门项目并进行顺序调整。调整可以基于最大程度地减少测试级别的措施。当单个项目的调整趋于无用时,就需要关注属性级别的错误指定。该方法可以适应各种认知诊断模型(CDM),并可以扩展为涵盖其他响应格式。

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