Semantic Properties of cosine based bias scores for word embeddings

Sarah Schröder, Alexander Schulz, Fabian Hinder, Barbara Hammer
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Abstract

Plenty of works have brought social biases in language models to attention and proposed methods to detect such biases. As a result, the literature contains a great deal of different bias tests and scores, each introduced with the premise to uncover yet more biases that other scores fail to detect. What severely lacks in the literature, however, are comparative studies that analyse such bias scores and help researchers to understand the benefits or limitations of the existing methods. In this work, we aim to close this gap for cosine based bias scores. By building on a geometric definition of bias, we propose requirements for bias scores to be considered meaningful for quantifying biases. Furthermore, we formally analyze cosine based scores from the literature with regard to these requirements. We underline these findings with experiments to show that the bias scores' limitations have an impact in the application case.
基于余弦的词嵌入偏差分数的语义特性
大量的研究已经引起了人们对语言模型中社会偏差的关注,并提出了检测这些偏差的方法。因此,文献中包含了大量不同的偏差测试和评分方法,每种方法都以发现更多其他评分方法未能发现的偏差为前提。然而,文献中严重缺乏对这些偏差评分进行分析的比较研究,这有助于研究人员了解现有方法的优点或局限性。在这项工作中,我们的目标是缩小基于余弦的偏差分数的这一差距。通过建立在偏差的几何定义基础上,我们提出了对偏差分数的要求,使其被认为对量化偏差有意义。此外,我们还根据这些要求对文献中基于余弦的分数进行了正式分析。我们通过实验强调了这些发现,以证明偏差分数的局限性在应用案例中会产生影响。
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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