评估结构-因果模型参数之间的影响程度

O. M. Bespala
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引用次数: 0

摘要

因果关系是现代科学的基础,也是教授计算机类似人类推理能力的基础。对因果关系的研究与现代机器学习的进步相结合,可以极大地加速科学进步。现代科学的进步不仅强调建立因果关系的重要性,而且强调评估因果关系之间的影响程度的重要性。这项工作提出了一个干预主义和反事实的问题:«由于所研究因素的影响,模型参数的值将如何变化?和“需要影响哪个因素才能使所研究的模型参数的值变化最快?”通过回答这些问题,可以形成更精确的假设并加速它们的检验。本文提出了一种结构-因果模型参数间影响程度的估计方法,既解决了确定影响最大因素的问题,又完善了参数间因果关系的研究,从而提高了所研究模型的预测和管理水平。在结构-因果模型中呈现数据的建议方法允许您得出关于什么是原因,什么是结果的结论,并考虑到直接和间接因果关系的影响。影响程度的评价决定了影响最显著的参数和影响最小的因素。因此,预测模型参数值的变化变得更具可预测性和可控性。在模型优化过程中,可以对影响最小的参数进行条件忽略。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
ASSESSING THE DEGREE OF INFLUENCE BETWEEN THE PARAMETERS OF THE STRUCTURAL-CAUSAL MODEL
Cause-and-effect relationships underpin modern science and the ability to teach computers human-like reasoning. The study of causality combined with modern advances in machine learning can greatly accelerate scientific progress. Modern scientific advancements emphasize the importance of not only establishing causality, but also assessing the degree of influence between cause-and-effect relationships. The work poses an interventionist and counterfactual question: «How will the values of the model parameters change due to the influence of the studied factor?» and «Which factor needs to be influenced for the fastest change in the value of the studied model parameter?». Formulating more precise hypotheses and accelerating their testing can be achieved by answering these questions. This article proposes a method for estimating the degree of influence between the parameters of the structural-causal model, which solves the problem of identifying the most influential factors, and also improves the study of causal relationships between parameters, which will allow improving the prediction and management of the model under study. The proposed approach of presenting data in a structural-causal model allows you to draw conclusions about what is the cause and what is the effect and take into account the influence of both direct and indirect cause-and-effect relationships. The assessment of the degree of influence determines the most significant parameters and the least influential factors. Consequently, predicting changes in model parameter values becomes more predictable and controllable. Conditional ignoring of the least influential parameters can be used in the model optimization process.
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