Mohammad Hafezi, Ph.D.
Affiliations: | Physics | University of Maryland, College Park, College Park, MD | |
| 2009 | Harvard University, Cambridge, MA, United States |
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"Mohammad Hafezi"Mean distance: 13.79 | S | N | B | C | P |
Parents
Sign in to add mentor| Mikhail D. Lukin | grad student | 2009 | Harvard | |
| (Strongly interacting systems in AMO physics.) | ||||
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Publications
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| Gao B, Suárez-Forero DG, Sarkar S, et al. (2024) Excitonic Mott insulator in a Bose-Fermi-Hubbard system of moiré WS/WSe heterobilayer. Nature Communications. 15: 2305 |
| Dehghani H, Lavasani A, Hafezi M, et al. (2023) Neural-network decoders for measurement induced phase transitions. Nature Communications. 14: 2918 |
| Cao B, Grass T, Gazzano O, et al. (2022) Chiral Transport of Hot Carriers in Graphene in the Quantum Hall Regime. Acs Nano |
| Bloch J, Cavalleri A, Galitski V, et al. (2022) Strongly correlated electron-photon systems. Nature. 606: 41-48 |
| Van Regemortel M, Cian ZP, Seif A, et al. (2021) Entanglement Entropy Scaling Transition under Competing Monitoring Protocols. Physical Review Letters. 126: 123604 |
| De Bernardis D, Cian ZP, Carusotto I, et al. (2021) Light-Matter Interactions in Synthetic Magnetic Fields: Landau-Photon Polaritons. Physical Review Letters. 126: 103603 |
| Cian ZP, Dehghani H, Elben A, et al. (2021) Many-Body Chern Number from Statistical Correlations of Randomized Measurements. Physical Review Letters. 126: 050501 |
| Elben A, Yu J, Zhu G, et al. (2020) Many-body topological invariants from randomized measurements in synthetic quantum matter. Science Advances. 6: eaaz3666 |
| Zhu G, Hafezi M, Barkeshli M. (2020) Quantum Origami: Transversal Gates for Quantum Computation and Measurement of Topological Order Arxiv: Quantum Physics. 2 |
| Cian Z, Grass T, Vaezi A, et al. (2020) Engineering quantum Hall phases in a synthetic bilayer graphene system Physical Review B. 102 |