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Quantum Machine Learning for HEP Detector Simulations
Quantum Machine Learning (qML) is one of the most promising and very intuitive applications on near-term quantum devices which possess the potential to combat computing resource challenges faster than traditional computers. Classical Machine Learning (ML) is taking up a significant role in particle...
Autores principales: | , , , |
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Lenguaje: | eng |
Publicado: |
2021
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Materias: | |
Acceso en línea: | http://cds.cern.ch/record/2824092 |
Sumario: | Quantum Machine Learning (qML) is one of the most promising and very intuitive applications on
near-term quantum devices which possess the potential to combat computing resource challenges
faster than traditional computers. Classical Machine Learning (ML) is taking up a significant role in
particle physics to speed up detector simulations. Generative Adversarial Networks (GANs) have
proven to achieve a similar level of accuracy compared to Monte Carlo-based simulations while
decreasing the computation time by orders of magnitude. In this research we are moving on and apply
quantum computing to GAN-based detector simulations.
Given the limitations of current quantum hardware in terms of number of qubits, connectivity, and
noise, we perform initial tests with a simplified GAN model running on quantum simulators. The
model is a classical-quantum hybrid ansatz. It consists of a quantum generator, defined as a
parameterised circuit based on single and two qubit gates, combined with a classical discriminator.
Our initial qGAN prototype focuses on a one-dimensional toy-distribution, representing the energy
deposited in a detector by a single particle. It employs three qubits and achieves high physics accuracy
thanks to hyper-parameter optimisation. Furthermore, we study the influence of real hardware noise
for the qML GAN training. A second qGAN is developed to simulate 2D images with a 64-pixel
resolution, representing the energy deposition patterns in the detector. Different quantum ansatzes are
studied. We obtained the best results using a tree-tensor-network architecture with six qubits.
Additionally, we discuss challenges and potential benefits of quantum computing as well as our plans
for future developments. |
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