dr Bartłomiej Gardas

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0000-0002-1454-1591

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Submitted

1. Domino, K., M. Koniorczyk, K. Krawiec, K. Jałowiecki, and B. Gardas, "Quantum computing approach to railway dispatching and conflict management optimization on single-track railway lines", arXiv:2010.08227, Submitted.

2021

2. Rams, M. M., M. Mohseni, D. Eppens, K. Jałowiecki, and B. Gardas, "Approximate optimization, sampling, and spin-glass droplet discovery with tensor networks", Phys. Rev. E, vol. 104, Aug, 2021.
3. Jałowiecki, K., M. Rams, and B. Gardas, "Brute-forcing spin-glass problems with CUDA", Comput. Phys. Commun, vol. 260, 11/2020, 2021.

2020

4. Jałowiecki, K., A. Więckowski, P. Gawron, and B. Gardas, "Parallel in time dynamics with quantum annealers", Sci. Rep, vol. 10, 2020.  (1.58 MB)

2019

5. Rams, M., M. Mohseni, and B. Gardas, "Heuristic optimization and sampling with tensor networks", arXiv:1811.06518v1, 2019.
6. Czartowski, J., K. Szymański, B. Gardas, Y. Fyodorov, and K. Życzkowski, "Separability gap and large deviation entanglement criterion", Phys. Rev. A, vol. 100, pp. 042326, 2019.
7. Więckowski, A., S. Deffner, and B. Gardas, "Disorder-assisted graph coloring on quantum annealers", Physical Review A, vol. 100, 12/2019.

2018

8. Gardas, B., M. Rams, and J. Dziarmaga, "Quantum neural networks to simulate many-body quantum systems", Phys. Rev. B, vol. 98, pp. 184304, Nov, 2018.  (805.73 KB)
9. Gardas, B., J. Dziarmaga, W. Zurek, and M. Zwolak, "Defects in Quantum Computers", Sci. Rep, vol. 8, pp. 4539, 2018.  (1.63 MB)
10. Gardas, B., and S. Deffner, "Quantum fluctuation theorem for error diagnostics in quantum annealers", Sci. Rep, vol. 8, pp. 17191, 2018.  (1.74 MB)
11. Gardas, B., and A. Ptok, "Counting defects in quantum computers with Graphics Processing Units", J. Comput. Phys, vol. 366, pp. 320 - 326, 2018.  (1.04 MB)

2017

12. Gardas, B., J. Dziarmaga, and W. Zurek, "Dynamics of the quantum phase transition in the one-dimensional Bose-Hubbard model: Excitations and correlations induced by a quench", Phys. Rev. B, vol. 95, pp. 104306, Mar, 2017.

2016

13. Francuz, A., J. Dziarmaga, B. Gardas, and W. Zurek, "Space and time renormalization in phase transition dynamics", Phys. Rev. B, vol. 93, pp. 075134, Feb, 2016.
14. Gardas, B., S. Deffner, and A. Saxena, "Non-hermitian quantum thermodynamics", Sci. Rep, vol. 6, pp. 23408, 2016.
15. Gardas, B., S. Deffner, and A. Saxena, "Repeatability of measurements: Non-Hermitian observables and quantum Coriolis force", Phys. Rev. A, vol. 94, pp. 022121, Aug, 2016.
16. Gardas, B., S. Deffner, and A. Saxena, "PT-symmetric slowing down of decoherence", Phys. Rev. A, vol. 94, pp. 040101, Oct, 2016.

2015

17. Gardas, B., and S. Deffner, "Thermodynamic universality of quantum Carnot engines", Phys. Rev. E, vol. 92, pp. 042126, Oct, 2015.
18. Januszewski, M., A. Ptok, D. Crivelli, and B. Gardas, "GPU-based acceleration of free energy calculations in solid state physics", Comput. Phys. Comm, vol. 192, pp. 220 - 227, 2015.
19. Gardas, B., J. Łuczka, A. Ptok, and J. Dajka, "Energetics of an rf SQUID Coupled to Two Thermal Reservoirs", PLoS One, vol. 10, pp. 1-10, 12, 2015.

2014

20. Gardas, B., and J. Dajka, "Reply to Comment on `Initial states of qubit–environment models leading to conserved quantities'", J. Phys. A: Math. Theor, vol. 47, pp. 168002, apr, 2014.
21. Gardas, B., and J. Dajka, "Reply to “Comment on: ‘Multi-photon Rabi model: Generalized parity and its applications’ [Phys. Lett. A 377 (2013) 3205]” [Phys. Lett. A 378 (2014) 1969]", Phys. Lett. A, vol. 378, pp. 1970, 2014.

2013

22. Dajka, J., B. Gardas, and J. Łuczka, "Relation Between Purity of an Open Qubit Dynamics and Its Initial Correlation with an Environment", Int. J. Theor. Phys, vol. 52, pp. 1148–1159, Apr, 2013.
23. Gardas, B., and J. Dajka, "Multi-photon Rabi model: Generalized parity and its applications", Phys. Lett. A, vol. 377, pp. 3205 - 3208, 2013.
24. Gardas, B., and J. Dajka, "New symmetry in the Rabi model", J. Phys. A: Math. Theor, vol. 46, pp. 265302, jun, 2013.
25. Gardas, B., and J. Dajka, "Initial states of qubit–environment models leading to conserved quantities", J. Phys. A: Math. Theor, vol. 46, pp. 235301, may, 2013.

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