Context-aware gate set tomography: Improving the self-consistent characterization of trapped-ion universal gate sets by leveraging non-Markovianity
Pablo Vi\~nas, Alejandro Bermudez

TL;DR
This paper enhances gate set tomography (GST) for trapped-ion quantum computers by incorporating non-Markovian effects, specifically motional degrees of freedom, to improve noise characterization and reduce sampling costs.
Contribution
It introduces a context-aware GST approach that models non-Markovian dynamics, enabling more accurate and efficient characterization of quantum gates in trapped-ion systems.
Findings
Incorporating motional degrees of freedom improves noise modeling.
Context-aware GST reduces sampling costs.
Method applicable to other platforms with microscopic modeling.
Abstract
To progress in the characterization of noise for current quantum computers, gate set tomography (GST) has emerged as a self-consistent tomographic protocol that can accurately estimate the complete set of noisy quantum gates, state preparations, and measurements. In its original incarnation, GST improves the estimation precision by applying the gates sequentially, provided that the noise makes them a set of fixed completely-positive and trace preserving (CPTP) maps independent of the history of previous gates in the sequence. This 'Markovian' assumption is sometimes in conflict with experimental evidence, as there might be time-correlated noise leading to non-Markovian dynamics or, alternatively, slow drifts and cumulative calibration errors that lead to context dependence, such that the CP-divisible maps composed during a sequence actually change with the circuit depth. In this work,…
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