cQED – Lombardo

Material adicional

[Cronograma de exposiciones]

Propuestas de artículos para la charla final

  1. Busel, O., Laine, S., Mansikkamäki, O., & Silveri, M. (2023). Dissipation and Dephasing of Interacting Photons in Transmon Arrays. Phys. Rev. Research 5, 023121 – [Manuel Racca]
  2. Cohen, J., Petrescu, A., Shillito, R., & Blais, A. (2023). Reminiscence of classical chaos in driven transmons. PRX Quantum, 4(2), 020312 – [Nina Bonnet]
  3. Tasler S., Old J., Heunisch L., Feulner V., Eckstein T., Müller M., Hartmann M. (2025), Optimizing Superconducting Three-Qubit Gates for Surface-Code Error Correction, arXiv:2506.09028 [quant-ph] – [Lautaro Guardia]
  4. Boissonneault, M., Doherty, A. C., Ong, F. R., Bertet, P., Vion, D., Esteve, D., & Blais, A. (2014). Superconducting qubit as a probe of squeezing in a nonlinear resonator. Physical Review A, 89(2), 022324. – [Miguel Avila]
  5. Del Grosso N., Lombardo C., Mazzitelli F., Villar P. (2022), The quantum Otto cycle in a superconducting cavity in the non-adiabatic regime. Phys. Rev. A 105, 022202 (2022) – [Federico Guglielmucci]
  6. Zhong, J., Dinc, F., & Fan, S. (2022). Detecting the relative phase between different frequency components of a photon using a three-level $\Lambda $ atom coupled to a waveguide. Phys. Rev. A 107, L051702. – [Nicolás Waehner]
  7. Ferreri A. & Wilhelm F. (2025), Quantum simulation in hybrid transmission lines, Phys. Rev. Applied 23, 024026. – [Valentín Salari]
  8. Gyenis, A., Di Paolo, A., Koch, J., Blais, A., Houck, A. A., & Schuster, D. I. (2021). Moving beyond the transmon: Noise-protected superconducting quantum circuits. PRX Quantum, 2(3), 030101 – [Delfina Amenta]
  9. Hope M., Lidal J., Massel. F. (2025), Preparation of conditionally-squeezed states in qubit-oscillator systems, arXiv:2504.01664 [quant-ph] – [Román Schiaffino]
  10. Gramajo, A. L., Paladino, E., Pekola, J., & Fazio, R. (2023). Fluctuations and stability of a fast-driven Otto cycle. Physical Review B, 107(19), 195437. – [Alesio Borgarello]
  11. Lu, M., Ville, J. L., Cohen, J., Petrescu, A., Schreppler, S., Chen, L., … & Siddiqi, I. (2022). Multipartite Entanglement in Rabi-Driven Superconducting Qubits. PRX Quantum, 3(4), 040322. – [Pablo López]
  12. Beaudoin, F., Gambetta, J. M., & Blais, A. (2011). Dissipation and ultrastrong coupling in circuit QED. Physical Review A, 84(4), 043832. – [Martín Castelli]
  13. Johansson, J. R., Johansson, G., Wilson, C. M., & Nori, F. (2009). Dynamical Casimir effect in a superconducting coplanar waveguide. Physical review letters, 103(14), 147003. – [Sebastián Francisquez]
  14. Johansson, J. R., Johansson, G., Wilson, C. M., & Nori, F. (2010). Dynamical Casimir effect in superconducting microwave circuits. Physical Review A, 82(5), 052509. – [Julián Toro]
  15. del Rey M., Porras D., Martín-Martínez1 E. (2012), Simulating accelerated atoms coupled to a quantum field, Phys. Rev. A 85, 022511 – [Mirko Pusic]
  16. Ayyash M., Xu X., Ashhab S. and Mariantoni M. (2024), Driven Multiphoton Qubit-Resonator Interactions, Phys. Rev. A 110, 053711 – [Ali Zynda]
  17. Tian Z., Du J. (2019), Analogue Hawking radiation and quantum soliton evaporation in a superconducting circuit, Eur. Phys. J. C 79, 994 – [Elián Urtubey]
  18. Aamir M. et al. (2025), Thermally driven quantum refrigerator autonomously resets superconducting qubit, Nat. Phys. 21, 318–323 – [Maximiliano Drelewicz]
  19. Kuzmin R. et al. (2019), Superstrong coupling in circuit quantum electrodynamics, npj Quantum Inf 5, 20 – [Matías Bachetti]
  20. Pekola, J. P., Toppari, J. J., Aunola, M., Savolainen, M. T., & Averin, D. V. (1999). Adiabatic transport of Cooper pairs in arrays of Josephson junctions. Physical Review B, 60(14), R9931 – [Francisco Bazano]
  21. Malekakhlagh, M. M., & Tureci, H. (2016). Origin and Implications of A 2 Contribution in the Quantization of Circuit-Qed Systems. In APS March Meeting Abstracts (Vol. 2016, pp. P52-008) – [Jonatan Chaves]
  22. Gerashchenko K., Rousseau R., Balembois L., Patange H., Manset P., Smith W. C., Leghtas Z., Flurin E., Jacqmin T., Deléglise S. (2025), Probing the quantum motion of a macroscopic mechanical oscillator with a radio-frequency superconducting qubit, arXiv:2505.21481.
  23. Wiegand, E., Rousseaux, B., & Johansson, G. (2020). Semiclassical analysis of dark- state transient dynamics in waveguide circuit QED. Physical Review A, 101(3), 033801.
  24. Aunola, M., & Toppari, J. J. (2003). Connecting Berry’s phase and the pumped charge in a Cooper pair pump. Physical Review B, 68(2), 020502.
  25. Möttönen, M., Pekola, J. P., Vartiainen, J. J., Brosco, V., & Hekking, F. W. (2006). Measurement scheme of the Berry phase in superconducting circuits. Physical Review B, 73(21), 214523.
  26. Marxer, F., Vepsäläinen, A., Jolin, S. W., Tuorila, J., Landra, A., Ockeloen-Korppi, C., … & Heinsoo, J. (2023). Long-Distance Transmon Coupler with cz-Gate Fidelity above 99.8%. PRX Quantum, 4(1), 010314.
  27. Wilson, C. M., Johansson, G., Pourkabirian, A., Simoen, M., Johansson, J. R., Duty, T., … & Delsing, P. (2011). Observation of the dynamical Casimir effect in a superconducting circuit. nature, 479(7373), 376-379.
  28. Lombardo, F. C., Mazzitelli, F. D., Soba, A., & Villar, P. I. (2016). Dynamical Casimir effect in superconducting circuits: A numerical approach. Physical Review A, 93(3), 032501.
  29. Wustmann, W., & Shumeiko, V. (2013). Parametric resonance in tunable superconducting cavities. Physical Review B, 87(18), 184501.

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