📅 06 December 2024
DOI: 10.62411/jcta.10424

Leveraging Variational Quantum-Classical Algorithms for Enhanced Lung Cancer Prediction

Journal of Computing Theories and Applications
Universitas Dian Nuswantoro

📄 Abstract

This work explores the potential of PennyLane and variational quantum-classical algorithms (VQCA) to forecast lung cancer using a structured dataset. The VQCA model performs exceptionally well, with flawless training, validation, and test accuracies of 1.0, demonstrating its capacity to identify patterns in the dataset and provide reliable predictions successfully. Contrarily, the accuracy of the quantum neural network (QNN) and classical neural network (NN) models is lower, demonstrating the benefits of utilizing quantum computing methods for enhanced predictive modeling. We provide a complete examination of the data, stressing the better performance of the VQCA model and its promise in correctly predicting lung cancer. The results highlight the importance of quantum-classical algorithms and help us understand the benefits and drawbacks of various strategies for predicting lung cancer. The study highlights the potential applications of quantum computing techniques in advancing the field of healthcare analytics. It shows the capability of the VQCA model to predict lung cancer using a tabular dataset accurately. Further research in this area is needed to explore scalability and practical implementation aspects. In summary, this study showcases the potential of VQCA and PennyLane in predicting lung cancer and underscores the benefits of quantum computing techniques in healthcare analytics.

🔖 Keywords

#Classical algorithm; PennyLane; Quantum algorithm; Quantum computing; Quantum machine learning

ℹ️ Informasi Publikasi

Tanggal Publikasi
06 December 2024
Volume / Nomor / Tahun
Volume 2, Nomor 3, Tahun 2024

📝 HOW TO CITE

Adebayo, Philip Omoniyi; Basaky, Frederick; Osaghae, Edgar, "Leveraging Variational Quantum-Classical Algorithms for Enhanced Lung Cancer Prediction," Journal of Computing Theories and Applications, vol. 2, no. 3, Dec. 2024.

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