TY - GEN
T1 - Variational Quantum Regression on NISQ Hardware with Error Mitigation
AU - Garate, Eider
AU - Sebastian, Paul San
AU - Valverde, Guillermo
AU - Ruiz, Alejandra
AU - Gómez, Meritxell
N1 - Publisher Copyright:
© 2024 IEEE.
PY - 2024
Y1 - 2024
N2 - At the intersection of two promising technologies, Machine Learning (ML) and Quantum Computing (QC), Quantum Machine Learning (QML) emerges. However, while QC is still in an early stage of development, QML is even more so. In this study, the Auto-MPG dataset was selected for its dimension, making it suitable for QML tasks within the current limitations of quantum hardware, especially regarding qubit requirements. Unlike classification problems that dominate the literature, regression problems have only been explored theoretically. This study aims to bridge that gap by applying QML techniques to a practical regression task. To this end, a preliminary analysis was conducted using a classical model as a reference point for subsequent evaluation. The quantum experimentation was performed in two phases: first, the model was trained in an ideal simulator to determine the model’s best hyperparameters. Then, these best models were run in a noisy simulator using quantum error mitigation techniques. The results show how the Variational Quantum Algorithms (VQA) outperforms classical Extreme Gradient Boosting and the methods used to mitigate errors in quantum hardware are effective, as they achieve comparable results between the noisy simulator and the perfect simulator. This brings closer the possible applications in NISQ current devices.
AB - At the intersection of two promising technologies, Machine Learning (ML) and Quantum Computing (QC), Quantum Machine Learning (QML) emerges. However, while QC is still in an early stage of development, QML is even more so. In this study, the Auto-MPG dataset was selected for its dimension, making it suitable for QML tasks within the current limitations of quantum hardware, especially regarding qubit requirements. Unlike classification problems that dominate the literature, regression problems have only been explored theoretically. This study aims to bridge that gap by applying QML techniques to a practical regression task. To this end, a preliminary analysis was conducted using a classical model as a reference point for subsequent evaluation. The quantum experimentation was performed in two phases: first, the model was trained in an ideal simulator to determine the model’s best hyperparameters. Then, these best models were run in a noisy simulator using quantum error mitigation techniques. The results show how the Variational Quantum Algorithms (VQA) outperforms classical Extreme Gradient Boosting and the methods used to mitigate errors in quantum hardware are effective, as they achieve comparable results between the noisy simulator and the perfect simulator. This brings closer the possible applications in NISQ current devices.
KW - Error Mitigation
KW - NISQ
KW - Noisy Simulations
KW - Quantum Machine Learning
UR - https://www.scopus.com/pages/publications/105004893784
U2 - 10.1109/AIR63653.2024.00016
DO - 10.1109/AIR63653.2024.00016
M3 - Conference contribution
AN - SCOPUS:105004893784
T3 - Proceedings - 2024 Artificial Intelligence Revolutions, AIR 2024
SP - 32
EP - 39
BT - Proceedings - 2024 Artificial Intelligence Revolutions, AIR 2024
PB - Institute of Electrical and Electronics Engineers Inc.
T2 - 2024 Artificial Intelligence Revolutions, AIR 2024
Y2 - 30 October 2024 through 31 October 2024
ER -