Bayesian Inference for Information Retrieval Evaluation

Ben Carterette
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引用次数: 23

Abstract

A key component of experimentation in IR is statistical hypothesis testing, which researchers and developers use to make inferences about the effectiveness of their system relative to others. A statistical hypothesis test can tell us the likelihood that small mean differences in effectiveness (on the order of 5%, say) is due to randomness or measurement error, and thus is critical for making progress in research. But the tests typically used in IR - the t-test, the Wilcoxon signed-rank test - are very general, not developed specifically for the problems we face in information retrieval evaluation. A better approach would take advantage of the fact that the atomic unit of measurement in IR is the relevance judgment rather than the effectiveness measure, and develop tests that model relevance directly. In this work we present such an approach, showing theoretically that modeling relevance in this way naturally gives rise to the effectiveness measures we care about. We demonstrate the usefulness of our model on both simulated data and a diverse set of runs from various TREC tracks.
信息检索评价中的贝叶斯推理
IR实验的一个关键组成部分是统计假设检验,研究人员和开发人员用它来推断他们的系统相对于其他系统的有效性。统计假设检验可以告诉我们,有效性的微小平均差异(比如5%左右)是由于随机性或测量误差造成的可能性,因此对取得研究进展至关重要。但是,IR中通常使用的检验——t检验,Wilcoxon符号秩检验——是非常通用的,不是专门为我们在信息检索评估中面临的问题而开发的。更好的方法是利用IR中度量的原子单位是相关性判断而不是有效性度量这一事实,并开发直接对相关性建模的测试。在这项工作中,我们提出了这样一种方法,从理论上表明,以这种方式建模相关性自然会产生我们所关心的有效性度量。我们在模拟数据和来自不同TREC轨道的各种运行集上展示了我们的模型的实用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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