Quantum-inspired multimodal fusion with Lindblad master equation for sentiment analysis

IF 5.5 2区 计算机科学 Q1 COMPUTER SCIENCE, ARTIFICIAL INTELLIGENCE
Kehuan Yan , Peichao Lai , Yang Yang , Yi Ren , Tuyatsetseg Badarch , Yiwei Chen , Xianghan Zheng
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引用次数: 0

Abstract

In multimodal sentiment analysis, the primary challenge lies in effectively modeling the complicated interactions among different data modalities. A promising approach is leveraging quantum concepts like superposition and entanglement to enhance the feature representation ability. However, existing quantum-inspired models neglect the intricate nonlinear dynamics inside their multimodal components. Drawing inspiration from the Lindbladian concept in quantum mechanics, we proposes quantum-inspired neural network with the Lindblad Master Equation (LME) and complex-valued LSTM. The proposed model treats each modality as an individual quantum system and superposes them into a mixed quantum system. The trainable LME process models the interaction of this multimodal system with its semantic environment, thereby enhancing the representation of complex interactions among modalities. The efficacy of the proposed model, along with its key components, are validated through extensive experiments on the MVSA and Memotion datasets. The performance are complemented by a comparative analysis that benchmarks the model against state-of-the-art methods, including traditional methods, large language models and quantum-insipred methods. Furthermore, the interpretability of the model is enhanced by quantifying the entanglement entropy of modality combinations using the von-Neumann Entanglement entropy.
量子启发的多模态融合与Lindblad主方程情感分析
在多模态情感分析中,如何有效地对不同数据模态之间复杂的交互进行建模是一个主要的挑战。一种很有前途的方法是利用量子概念,如叠加和纠缠来增强特征表示能力。然而,现有的量子启发模型忽略了其多模态分量内部复杂的非线性动力学。从量子力学中的Lindbladian概念中获得灵感,我们提出了具有Lindblad主方程(LME)和复值LSTM的量子启发神经网络。该模型将每个模态视为一个单独的量子系统,并将它们叠加成一个混合量子系统。可训练LME过程将多模态系统与其语义环境的交互建模,从而增强了模态之间复杂交互的表征。通过在MVSA和Memotion数据集上的大量实验,验证了所提出模型及其关键组件的有效性。通过比较分析,将模型与最先进的方法进行比较,包括传统方法、大语言模型和量子方法。此外,通过使用冯-诺伊曼纠缠熵来量化模态组合的纠缠熵,增强了模型的可解释性。
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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来源期刊
Neurocomputing
Neurocomputing 工程技术-计算机:人工智能
CiteScore
13.10
自引率
10.00%
发文量
1382
审稿时长
70 days
期刊介绍: Neurocomputing publishes articles describing recent fundamental contributions in the field of neurocomputing. Neurocomputing theory, practice and applications are the essential topics being covered.
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