Variational quantum generators: Generative adversarial quantum machine learning for continuous distributions
Jonathan Romero, Alan Aspuru-Guzik

TL;DR
This paper introduces a hybrid quantum-classical generative model that uses variational quantum circuits to learn and produce continuous probability distributions, leveraging adversarial training with classical or quantum discriminators.
Contribution
It presents a novel variational quantum generator architecture combined with adversarial learning, enabling modeling of continuous distributions on near-term quantum devices.
Findings
Quantum generator successfully learns target distributions
Hybrid approach integrates quantum encoding with classical post-processing
Automatic differentiation optimizes variational circuits effectively
Abstract
We propose a hybrid quantum-classical approach to model continuous classical probability distributions using a variational quantum circuit. The architecture of the variational circuit consists of two parts: a quantum circuit employed to encode a classical random variable into a quantum state, called the quantum encoder, and a variational circuit whose parameters are optimized to mimic a target probability distribution. Samples are generated by measuring the expectation values of a set of operators chosen at the beginning of the calculation. Our quantum generator can be complemented with a classical function, such as a neural network, as part of the classical post-processing. We demonstrate the application of the quantum variational generator using a generative adversarial learning approach, where the quantum generator is trained via its interaction with a discriminator model that…
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