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September 10, 2025QuantumOpen Access

Quantum control of continuous systems via nonharmonic potential modulation

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Theoretical proposal manipulates nonharmonic potentials to generate non-Gaussian states, indicating new quantum control methods.

Robust control of continuous-variable systems is achieved through nonharmonic potential modulation, improving quantum manipulation.
Non-Gaussian states, including Fock and cubic-phase states, are produced via optimized modulation of potential position and depth.
Protocols for single-shot state discrimination and algorithmic cooling demonstrate effective techniques for quantum state management.
Analysis shows the control scheme is resilient against noise, highlighting its relevance in ongoing experiments with continuous-variable systems.

Grochowski et al. (2025) studied this question.

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September 10, 2025QuantumOpen Access

View Full Paper

Ask AI

Bookmark

Authors

Theoretical proposal manipulates nonharmonic potentials to generate non-Gaussian states, indicating new quantum control methods.

Robust control of continuous-variable systems is achieved through nonharmonic potential modulation, improving quantum manipulation.
Non-Gaussian states, including Fock and cubic-phase states, are produced via optimized modulation of potential position and depth.
Protocols for single-shot state discrimination and algorithmic cooling demonstrate effective techniques for quantum state management.
Analysis shows the control scheme is resilient against noise, highlighting its relevance in ongoing experiments with continuous-variable systems.

Grochowski et al. (2025) studied this question.

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