A Quantum Multimodal Neural Network Model for Sentiment Analysis on Quantum Circuits

This article proposes a quantum multimodal neural network (QMNN) model that can be implemented on parameterized quantum circuits (PQCs), providing a novel avenue for processing multimodal data and performing advanced multimodal sentiment analysis tasks. The comprehensive QMNN model is structured into four fundamental blocks: multimodal data preprocessing, unimodal feature extraction, multimodal feature fusion, and optimization. Through these blocks, multimodal data are initially preprocessed and encoded into quantum states. Subsequently, visual and textual features are extracted from the quantum states and are then integrated to learn the interactions between different modalities. Finally, the model parameters are fine-tuned to optimize the sentiment analysis performance. Simulation results confirm that QMNN surpasses state-of-the-art baselines, using significantly lower input dimensions and substantially fewer parameters than classical models. Furthermore, the entanglement, integrity, robustness, and scalability of the model are analyzed in depth. Internally, the strong entanglement within the multimodal fusion block enhances interactions between textual and visual features, and the integrity of the model reflects the indispensable contribution of each component to the overall performance. Externally, robustness ensures the model operates stably under noisy conditions and incomplete inputs, and scalability enables it to efficiently adapt to varying architectural depths and widths. The above simulation results and performance analyses showcase the comprehensive strength of our proposed model.

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Publication Details

Journal
IEEE Transactions on Artificial Intelligence
Published
2024-12-04
DOI
https://doi.org/10.1109/tai.2024.3511514
Citations
6
Primary Topic
Computational Physics and Python Applications
Type
article
Field-Weighted Citation Impact
2.08
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article

A Quantum Multimodal Neural Network Model for Sentiment Analysis on Quantum Circuits

Daoyi Dong, Qing Gao, Jinhu Lü, Yue Deng et al.
6 citations
IEEE Transactions on Artificial Intelligence
Computational Physics and Python Applications
2.08
article

A Quantum Multimodal Neural Network Model for Sentiment Analysis on Quantum Circuits

Daoyi Dong, Qing Gao, Jinhu Lü, Yue Deng, Jin Zheng
article en
6 citations

Abstract

This article proposes a quantum multimodal neural network (QMNN) model that can be implemented on parameterized quantum circuits (PQCs), providing a novel avenue for processing multimodal data and performing advanced multimodal sentiment analysis tasks. The comprehensive QMNN model is structured into four fundamental blocks: multimodal data preprocessing, unimodal feature extraction, multimodal feature fusion, and optimization. Through these blocks, multimodal data are initially preprocessed and encoded into quantum states. Subsequently, visual and textual features are extracted from the quantum states and are then integrated to learn the interactions between different modalities. Finally, the model parameters are fine-tuned to optimize the sentiment analysis performance. Simulation results confirm that QMNN surpasses state-of-the-art baselines, using significantly lower input dimensions and substantially fewer parameters than classical models. Furthermore, the entanglement, integrity, robustness, and scalability of the model are analyzed in depth. Internally, the strong entanglement within the multimodal fusion block enhances interactions between textual and visual features, and the integrity of the model reflects the indispensable contribution of each component to the overall performance. Externally, robustness ensures the model operates stably under noisy conditions and incomplete inputs, and scalability enables it to efficiently adapt to varying architectural depths and widths. The above simulation results and performance analyses showcase the comprehensive strength of our proposed model.

IEEE Transactions on Artificial IntelligenceVol. 6(5)
Australian National University (AU), Beihang University (CN)
Openalex Percentile: Top 11%
Computational Physics and Python Applications
2.08
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