Supervised binary classification of small-scale digit images and weighted graphs with a trapped-ion quantum processor
Ilia V. Zalivako, Alexander I. Gircha, Evgeniy O. Kiktenko, Anastasiia S. Nikolaeva, Denis A. Drozhzhin, Alexander S. Borisenko, Andrei E. Korolkov, Nikita V. Semenin, Kristina P. Galstyan, Pavel A. Kamenskikh, Vasilii N. Smirnov, Mikhail A. Aksenov, Pavel L. Sidorov

TL;DR
This paper benchmarks a trapped-ion quantum processor using quantum machine learning algorithms for binary classification of small digit images and weighted graphs, achieving perfect accuracy and demonstrating quantum advantage in basic classification tasks.
Contribution
It introduces the use of a trapped-ion quantum processor for supervised binary classification on small datasets, showing 100% accuracy and analyzing quantum encoding and noise effects.
Findings
Achieved 100% accuracy on small digit image classification.
Successfully classified weighted graphs based on spectral properties.
Demonstrated quantum processor's capability for basic machine learning tasks.
Abstract
Here we present the results of benchmarking a quantum processor based on trapped Yb ions by performing basic quantum machine learning algorithms. Using a quantum-enhanced support vector machine algorithm with up to five qubits we perform a supervised binary classification on two types of datasets: small binary digit images and weighted graphs with a ring topology. For the first dataset, images are intentionally selected so that they could be classified with 100% accuracy. This allows us to specifically examine different types of quantum encodings of the digit dataset and study the impact of experimental noise. In the second dataset, graphs are divided into two categories based on the spectral structure of their Ising Hamiltonian models, which is related to the NP-hard problem. For this problem we consider an embedding of an exponentially large Hamiltonian spectrum into an…
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Taxonomy
TopicsQuantum Computing Algorithms and Architecture · Quantum Information and Cryptography · Advanced Memory and Neural Computing
