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Updated: Mar 22, 2026

Generation and Coherent Control of Pulsed Quantum Frequency Combs
Published on: June 8, 2018
Catability as a Metric for Evaluating Superposed Coherent States.
Šimon Bräuer1, Jan Provazník1, Vojtěch Kala1
1Palacký University, Optics Department, Faculty of Science, 17. Listopadu 12, 77146 Olomouc, Czech Republic.
We developed a new, measurable method to identify quantum cat states without needing full state tomography. This nonlinear squeezing criterion is robust against noise and loss, aiding quantum technologies.
Area of Science:
- Quantum optics
- Quantum information science
- Quantum state characterization
Background:
- Superposed coherent states, often called cat states, are crucial for quantum technologies like quantum computing and quantum communication.
- Identifying these states accurately is difficult, particularly in realistic experimental conditions with noise and limited resources.
- Current methods like quantum state tomography are often resource-intensive and sensitive to experimental imperfections.
Purpose of the Study:
- To introduce a novel, directly measurable criterion for the detection of quantum cat states.
- To provide a method that bypasses the need for full quantum state tomography.
- To establish a technique robust against experimental noise and loss.
Main Methods:
- Development of a criterion based on nonlinear squeezing.
- Numerical simulations to verify the criterion's effectiveness.
- Analysis of the method's robustness under photon loss.
Main Results:
- The proposed nonlinear squeezing criterion reliably detects catlike features in quantum states.
- The method demonstrates robustness against photon loss, a common experimental challenge.
- The technique shows potential for direct experimental implementation and generalization.
Conclusions:
- A new, efficient, and robust method for identifying quantum cat states has been established.
- This criterion offers a practical approach for characterizing quantum states in noisy environments.
- The method can be extended to identify more complex superpositions, including multiheaded cat states.
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