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This research introduces a novel energetic framework to quantify non-Gaussianity in single-mode bosonic states, establishing a direct link between energy decomposition and the relative entropy of non-Gaussianity. By analyzing states generated via SNAP gates, the study reveals that maximizing non-Gaussian energy often coincides with peak Wigner negativity, offering practical insights for efficiently generating essential quantum resources. These findings advance the theoretical understanding required to optimize the manipulation of non-Gaussian states in emerging quantum technologies.
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Energetics of non-Gaussianity in single mode cavities

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arXiv:2606.31150v2 Announce Type: replace Abstract: Non-Gaussian states are key resources for quantum technologies, making the quantification of non-Gaussianity a fundamental challenge. We introduce an energetic framework for characterizing non-Gaussianity in single-mode bosonic states by decomposing the total energy into Gaussian and non-Gaussian contributions. For pure states, we show that the non-Gaussian energy defines a bona fide measure of non-Gaussianity and establish a direct connection with the relative entropy of non- Gaussianity. As an illustration, we consider non-Gaussian states generated from coherent states with tunable amplitudes using a SNAP gate. We find that the resulting non-Gaussian energy and Wigner negativity are maximized at similar input amplitudes. For mixed states, we demonstrate that the non-Gaussian energy provides a faithful witness of non-Gaussianity. Our results uncover an energetic fine structure of non-Gaussian quantum states and offer new insights into the efficient generation and manipulation of non-Gaussian resources.

Abstract:Non-Gaussian states are key resources for quantum technologies, making the quantification of non-Gaussianity a fundamental challenge. We introduce an energetic framework for characterizing non-Gaussianity in single-mode bosonic states by decomposing the total energy into Gaussian and non-Gaussian contributions. For pure states, we show that the non-Gaussian energy defines a bona fide measure of non-Gaussianity and establish a direct connection with the relative entropy of non- Gaussianity. As an illustration, we consider non-Gaussian states generated from coherent states with tunable amplitudes using a SNAP gate. We find that the resulting non-Gaussian energy and Wigner negativity are maximized at similar input amplitudes. For mixed states, we demonstrate that the non-Gaussian energy provides a faithful witness of non-Gaussianity. Our results uncover an energetic fine structure of non-Gaussian quantum states and offer new insights into the efficient generation and manipulation of non-Gaussian resources.

11 Pages, 4 Figures. Comments Welcome

arXiv:2606.31150 [quant-ph]

(or arXiv:2606.31150v2 [quant-ph] for this version)

https://doi.org/10.48550/arXiv.2606.31150 Focus to learn more arXiv-issued DOI via DataCite

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