论文标题

无监督的乌鸦的进步矩阵的成对关系鉴别器

Pairwise Relations Discriminator for Unsupervised Raven's Progressive Matrices

论文作者

Kiat, Nicholas Quek Wei, Wang, Duo, Jamnik, Mateja

论文摘要

假设,基于具体观察的抽象概念并应用这些假设来证明未来的行动的能力至关重要。具有抽象推理能力的智能机器中的现有研究线围绕着乌鸦的进步矩阵(RPM)旋转。近年来,在解决RPM的监督方法中有许多突破。但是,此过程需要外部援助,因此不能声称机器已经获得了与人类相当的推理能力。也就是说,一旦RPM规则仅适当地引入了RPM关系,就可以在无监督或事先经验的情况下解决RPM问题。在本文中,我们引入了成对关系歧视者(PRD),该技术可以开发具有足够推理能力的无监督模型来解决RPM问题。 PRD将RPM问题重新构架为一个关系比较任务,我们可以在不需要标记RPM问题的情况下解决该问题。我们可以通过将PRD应用于RPM问题来识别最佳候选人。我们的方法,PRD建立了一种新的无监督学习基准,精度为55.9%,在I-raven上的准确性为55.9%,在为机器配置抽象推理方面取得了重大改进,并且向前迈进了一步。

The ability to hypothesise, develop abstract concepts based on concrete observations and apply these hypotheses to justify future actions has been paramount in human development. An existing line of research in outfitting intelligent machines with abstract reasoning capabilities revolves around the Raven's Progressive Matrices (RPM). There have been many breakthroughs in supervised approaches to solving RPM in recent years. However, this process requires external assistance, and thus it cannot be claimed that machines have achieved reasoning ability comparable to humans. Namely, humans can solve RPM problems without supervision or prior experience once the RPM rule that relations can only exist row/column-wise is properly introduced. In this paper, we introduce a pairwise relations discriminator (PRD), a technique to develop unsupervised models with sufficient reasoning abilities to tackle an RPM problem. PRD reframes the RPM problem into a relation comparison task, which we can solve without requiring the labelling of the RPM problem. We can identify the optimal candidate by adapting the application of PRD to the RPM problem. Our approach, the PRD, establishes a new state-of-the-art unsupervised learning benchmark with an accuracy of 55.9% on the I-RAVEN, presenting a significant improvement and a step forward in equipping machines with abstract reasoning.

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