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  • Institute for Quantum Optics and Quantum Information ViennaInstitute for Quantum Optics and Quantum Information Vienna
    Institute for Quantum Optics
    and Quantum Information
    Vienna
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Displaying results 41 to 50 of 1697.
  • Publications
    An on-demand source of nanoparticles for optomechanics
    Rieser, P., Rahaman, N., Donnerbauer, F., Putz, S., Shayeghi, A., Troyer, S., & Arndt, M. (2024). An on-demand source of nanoparticles for optomechanics. Appl. Phys. Lett., 125, ARTN 094101. doi:10.1063/5.0221965
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  • Publications
    Quantum generalisation of Einstein's equivalence principle can be verified with entangled clocks as quantum reference frames
    Cepollaro, C., & Giacomini, F. (2024). Quantum generalisation of Einstein's equivalence principle can be verified with entangled clocks as quantum reference frames. Class. Quantum Grav., 41, ARTN 185009. doi:10.1088/1361-6382/ad6d26
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    Overcoming noise limitations in quantum key distribution with quantum privacy amplification
    Sohr, P., Ecker, S., Bulla, L., Bohmann, M., & Ursin, R. (2024). Overcoming noise limitations in quantum key distribution with quantum privacy amplification. Phys Rev Appl, 22, ARTN 024059. doi:10.1103/PhysRevApplied.22.024059
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    A numerical approach to levitated superconductors and its application to a superconducting cylinder in a quadrupole field
    Hofer, J. (2024). A numerical approach to levitated superconductors and its application to a superconducting cylinder in a quadrupole field. Phys Scripta, 99, ARTN 095526. doi:10.1088/1402-4896/ad6bcf
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    Steady-state entanglement of interacting masses in free space through optimal feedback control
    Klemens Winkler,, Anton V. Zasedatelev,, Benjamin A. Stickler,, Uroš Delić,, Andreas Deutschmann-Olek,, & Markus Aspelmeyer,. (2024). Steady-state entanglement of interacting masses in free space through optimal feedback control. arXiv:quant-ph. doi:10.48550/arXiv.2408.07492
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    Quantum Reference Frames for Lorentz Symmetry
    Luca Apadula,, Esteban Castro-Ruiz,, & Časlav Brukner,. (2024). Quantum Reference Frames for Lorentz Symmetry. Quantum, 8, 1440. doi:10.22331/q-2024-08-14-1440
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    Nonequilibrium entanglement between levitated masses under optimal control
    Alexander N. Poddubny,, Klemens Winkler,, Benjamin A. Stickler,, Uroš Delić,, Markus Aspelmeyer,, & Anton V. Zasedatelev,. (2024). Nonequilibrium entanglement between levitated masses under optimal control. arXiv:quant-ph. doi:10.48550/arXiv.2408.06251
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    Photonic entanglement exposed to non-inertial reference frames
    Julius A. Bittermann,. (2024). Photonic entanglement exposed to non-inertial reference frames. Universität Wien, Wien. Retrieved from https://utheses.univie.ac.at/detail/70887/
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    Optimal limits of continuously monitored thermometers and their Hamiltonian structure
    Mohammad Mehboudi,, Florian Meier,, Marcus Huber,, & Harry J. D. Miller,. (2024). Optimal limits of continuously monitored thermometers and their Hamiltonian structure. arXiv:quant-ph. doi:10.48550/arXiv.2408.01313
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    Remote sensing of a levitated superconductor with a flux-tunable microwave cavity
    Philip Schmidt,, Remi Claessen,, Gerard Higgins,, Joachim Hofer,, Jannek J. Hansen,, Peter Asenbaum,, et al. (2024). Remote sensing of a levitated superconductor with a flux-tunable microwave cavity. Phys. Rev. Applied, 22, 014078. doi:10.1103/PhysRevApplied.22.014078
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Contact

Institute for Quantum Optics and
Quantum Information - Vienna
of the Austrian Academy of Sciences

Boltzmanngasse 3
1090 Vienna, Austria

Phone +43 1 51581-9500
iqoqi-vienna(at)oeaw.ac.at

IQOQI Vienna

We pursue the vision of quantum information science and the wide range of new possibilities it would open up for quantum technologies.

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