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Gergely Zaránd

Institute Leader
Faculty of Natural Sciences, Budapest University of Technology

Gergely Zaránd is professor and head of the Institute of Physics of the BME TTK, a corresponding member of the Hungarian Academy of Sciences, and group leader of the Momentum research group "Exotic Quantum Phases". In the last fifteen years he has been doing research on theoretical description of quantum circuits and design of artificial quantum systems. As guest researcher and guest professor he has spent years at prestigious research centres and universities (Harvard, KIT Karlsruhe, FU Berlin, University of California, Davis), and has predicted several designed quantum states. He has participated in several European consortia as a partner, and lead Hungarian and international research grants. His over 142 publications in Hungarian and international research journals have received over 3095 citations.

Selected publications:

Imaging the electronic Wigner crystal in one dimension,
Shapir I, Hamo A, Pecker S, Moca CP, Legeza Ö, Zarand G, Ilani S, 
Science 364, 870-875 (2019)

Universal Fermi liquid crossover and quantum criticality in a mesoscopic system,
Keller AJ, Peeters L, Moca CP, Weymann I, Mahalu D, Umansky V, Zaránd G, and Goldhaber-Gordon D,
Nature 526, 237-240 (2015)

Color superfluidity and "Baryon" formation in ultracold fermions,
Rapp A, Zarand G, Honerkamp C, Hofstetter W.
Physical Review Letters 98, 160405 (2007)

Quantum criticality in a double-quantum-dot system,
Zarand G, Chung CH, Simon P, Vojta M,
Physical Review Letters 97: (16) 166802 (2006)

SU(4) Fermi Liquid State and Spin Filtering in a Double Quantum Dot system,
Borda L, Zarand G, Hofstetter W, Halperin BI, von Delft J,
Physical Review Letters 90, 026602 (2003)

Publications

2020-07-10
Phys. Rev. B 102:155108

Quantum quench and charge oscillations in the SU(3) Hubbard model: A test of time evolving block decimation with general non-Abelian symmetries

M A Werner
C P Moca
Örs Legeza
Gergely Zaránd
Read more
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  • Realization of a quantum communication network
  • Elementary building blocks of quantum information
  • Quantum computation and simulating quantum systems

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