基于量子纠缠的潜在语义关联挖掘

Zan Li, Yuexian Hou, Tingsan Pan, Tian Tian, Yingjie Gao
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引用次数: 0

摘要

文本表示学习是解决自然语言处理(NLP)中下游问题的基石。然而,挖掘潜在的解释因素或数据背后的语义关联,而不是简单地表示肤浅的词语共现,仍然是一个不小的挑战。为此,我们从量子纠缠(Quantum Entanglement, QE)中寻求灵感,量子纠缠(Quantum Entanglement, QE)可以有效地提供对现实本质的完整描述和被考虑对象的全局确定的内在相关性,从而提出了一种新的表征学习假设,即潜在语义相关性(Latent Semantic correlation, LSC),即语义空间与其对应的类别空间之间的隐式内部一致性。为了构建从义元到词、短语、句子和更高级的LSC的多粒度表示,我们在量子形式化的约束下实现了一个量子启发网络(QEN),并提出了局部语义测量(LSM)和提取(LSE),用于从二部量子系统的纠缠状态中有效捕获概率分布信息,该系统具有明确的几何动机,但也支持良好的概率解释。在多个基准分类任务上的实验结果证明了LSC假设的有效性和QEN的优越性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Mining Latent Semantic Correlation inspired by Quantum Entanglement
Text representation learning is the cornerstone of solving downstream problems in Natural Language Processing (NLP). However, mining the potential explanatory factors or semantic associations behind data, rather than simply representing the superficial co-occurrence of words, remains a non-trivial challenge. To this end, we seek inspiration from the Quantum Entanglement (QE) which can effectively provide a complete description for the nature of realities and a globally-determined intrinsic correlation of considered objects, thus proposing a novel representation learning hypothesis called the Latent Semantic Correlation (LSC), namely the implicit internal coherence between the semantic space and its corresponding category space. To construct a multi-granularity representation from sememes to words, phrases, sentences, and higher-level LSC, we implement a QE-inspired Network (QEN) under the constraints of quantum formalism and propose the Local Semantic Measurement (LSM) and Extraction (LSE) for effectively capturing probability distribution information from the entangled state of a bipartite quantum system, which has a clear geometrical motivation but also supports a well-founded probabilistic interpretation. Experimental results conducted on several benchmarking classification tasks prove the validity of the LSC hypothesis and the superiority of QEN.
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