aiqbench analysis
This study presents a breakthrough in cavity Rydberg quantum photonics, achieving world-record sizes for hybrid entangled optical Schrödinger cat states with $\alpha^2=2.4$. By optimizing decoherence and entangling superpositions of coherent states with polarization qubits, the research advances fundamental capabilities essential for scaling quantum information processing architectures. The work highlights a critical step toward more robust quantum networks and processors leveraging advanced photonic platforms.
Optical Schr\"odinger cat states generated using cavity Rydberg quantum photonics
arXiv:2609.27983v1 Announce Type: new Abstract: We introduce cavity Rydberg quantum photonics as a novel platform for generating hybrid entangled states of optical photons. The system achieves world-record sizes of these states and has the potential to produce yet larger states in the future. In the hybrid entangled state produced here, a superposition of two coherent states is entangled with a polarization qubit carried by a photon in another beam path. We perform quantum state tomography of this hybrid entangled state and evaluate various key properties. By optimizing the decoherence we increase the size compared to previous hybrid entangled states, reaching a size of $\alpha^2= 2.4$. Besides the fundamental interest in Schr\"odinger cat states, this work is interesting because of potential applications in the field of quantum information processing.
Abstract:We introduce cavity Rydberg quantum photonics as a novel platform for generating hybrid entangled states of optical photons. The system achieves world-record sizes of these states and has the potential to produce yet larger states in the future. In the hybrid entangled state produced here, a superposition of two coherent states is entangled with a polarization qubit carried by a photon in another beam path. We perform quantum state tomography of this hybrid entangled state and evaluate various key properties. By optimizing the decoherence we increase the size compared to previous hybrid entangled states, reaching a size of $\alpha^2= 2.4$. Besides the fundamental interest in Schrödinger cat states, this work is interesting because of potential applications in the field of quantum information processing.
arXiv:2609.27983 [quant-ph]
(or arXiv:2609.27983v1 [quant-ph] for this version)
https://doi.org/10.48550/arXiv.2609.27983 Focus to learn more arXiv-issued DOI via DataCite (pending registration)
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