The cold atom Hubbard toolbox

Jaksch, D., Zoller, P.·2005·Annals of Physics

Cited by (971)

Items 601–700 of 971

  1. Disorder effects on superconducting tendencies in the checkerboard Hubbard model
    Peter M. Smith, Malcolm P. Kennett · 2013 · Physical Review B
  2. Quantum dynamics in driven sawtooth lattice under uniform magnetic field
    Xiaoming Cai, Shu Chen, Yupeng Wang · 2013 · Physical Review A
  3. Simulation of the quantum dynamics of indistinguishable bosons with the method of coupled coherent states
    James A. Green, Dmitrii V. Shalashilin · 2019 · Physical Review A
  4. Mott-insulator transition for ultracold fermions in two-dimensional optical lattices
    Nathan Goldman · 2008 · Physical Review A
  5. Quantum phase transition of cold atoms trapped in optical lattices
    Yao-hua Chen, Wéi Wú, Guo-cai Liu, Hong-Shuai Tao, Wu-Ming Liu · 2012 · Frontiers of Physics
  6. Dissociation dynamics of resonantly coupled Bose-Fermi mixtures in an optical lattice
    Takahiko Miyakawa, Pierre Meystre · 2006 · Physical Review A
  7. Scattering mechanisms and spectral properties of the one-dimensional Hubbard model
    J. M. P. Carmelo · 2005 · Journal of Physics Condensed Matter
  8. Mean-field description of ultracold Bosons on disordered two-dimensional optical lattices
    Pierfrancesco Buonsante, Francesco Massel, Vittorio Penna, Vezzani, A. · 2007
  9. One-dimensional Kronig–Penney superlattices at the LaAlO3/SrTiO3 interface
    Megan Briggeman, Hyungwoo Lee, Jung-Woo Lee, Kitae Eom, François Damanet, Elliott Mansfield, Jianan Li, Mengchen Huang, Andrew J. Daley, Chang‐Beom Eom et al. · 2021 · Nature Physics
  10. Quantum state preparation of topological chiral spin liquids via Floquet engineering
    Matthieu Mambrini, Didier Poilblanc · 2024 · SciPost Physics
  11. Engineering the Kondo impurity problem with alkaline-earth-atom arrays
    A. Amaricci, A. Richaud, M. Capone, Nelson Darkwah Oppong, F. Scazza · 2025 · Physical Review A
  12. Hidden symmetry-protected Z2 topological insulator in a cubic lattice
    Jing-Min Hou, Wei Chen · 2017 · Physical review. B./Physical review. B
  13. Quantification of the memory effect of steady-state currents from interaction-induced transport in quantum systems
    Chen-Yen Lai, Chih-Chun Chien · 2017 · Physical Review A
  14. Preparing a highly degenerate Fermi gas in an optical lattice
    Jason Williams, J. H. Huckans, R.W. Stites, E.L. Hazlett, Kenneth M. O’Hara · 2010 · Physical Review A
  15. The Casimir effect for nonlinear sigma models and the Mermin–Wagner–Hohenberg–Coleman theorem
    Antonino Flachi, Vincenzo Vitagliano · 2021 · Journal of Physics A Mathematical and Theoretical
  16. Environment-induced decay dynamics of antiferromagnetic order in Mott-Hubbard systems
    Gernot Schaller, Friedemann Queißer, Nikodem Szpak, Jürgen König, Ralf Schützhold · 2022 · Physical review. B./Physical review. B
  17. Refrigeration using magnetocaloric and electrocaloric effects in a Fermi–Hubbard optical dimer exposed to a heat bath
    Vladimir P. Villegas, Cristine Dlr. Villagonzalo · 2022 · Physica A Statistical Mechanics and its Applications
  18. Quantum sensing of matter waves using BEC oscillations
    L. Morales-Molina, E. Arévalo · 2022 · Results in Physics
  19. Chimera patterns in conservative Hamiltonian systems and Bose–Einstein condensates of ultracold atoms
    Hon Wai Lau, Jörn Davidsen, Christoph Simon · 2023 · Scientific Reports
  20. Simulating and detecting artificial magnetic fields in trapped atoms
    Matthias Rosenkranz, Alexander Klein, Dieter Jaksch · 2010 · Physical Review A
  21. Nearest-neighbor distributions and tunneling splittings in interacting many-body two-level boson systems
    Saúl Hernández-Quiroz, Luis Benet · 2010 · Physical Review E
  22. Three-body interactions on a triangular lattice
    Xue‐Feng Zhang, Yu-Chuan Wen, Yue Yu · 2011 · Physical Review B
  23. Quantum motor: Directed wave-packet motion in an optical lattice
    Quentin Thommen, Jean Claude Garreau, Véronique Zehnlé · 2011 · Physical Review A
  24. Entanglement and the Mott insulator–superfluid phase transition in bosonic atom chains
    R. J. Costa Farias, M. C. de Oliveira · 2010 · Journal of Physics Condensed Matter
  25. Extended states in disordered one-dimensional systems in the presence of the generalized N -mer correlations
    Jan Major · 2016 · Physical Review A
  26. Quantum Glass of Interacting Bosons with Off-Diagonal Disorder
    Anna M. Piekarska, T. K. Kopeć · 2018 · Physical Review Letters
  27. Strongly coupled Josephson-junction array for simulation of frustrated one-dimensional spin models
    Liang-Hui Du, Xingxiang Zhou, Yong‐Jian Han, Guang‐Can Guo, Zheng-Wei Zhou · 2012 · Physical Review A
  28. Hubbard models and state preparation in an optical Lieb lattice
    Stuart Flannigan, L. Madail, R. G. Dias, Andrew J. Daley · 2021 · Strathprints: The University of Strathclyde institutional repository (University of Strathclyde)
  29. Magnetism and Hund's rule in an optical lattice with cold fermions
    K Kärkkäinen, Magnus O. Borgh, M. Manninen, S. M. Reimann · 2007 · New Journal of Physics
  30. Correlated bosons in a one-dimensional optical lattice: Effects of the trapping potential and of quasiperiodic disorder
    Uttam Shrestha, Michele Modugno · 2010 · Physical Review A
  31. Anti-ferromagnetic spinor BECs in optical lattices
    Davide Rossini, Matteo Rizzi, Gabriele De Chiara, Simone Montangero, Rosario Fazio B · 2006 · Journal of Physics B Atomic Molecular and Optical Physics
  32. Magnetic phases of one-dimensional lattices with 2–4 fermions per site
    J.-P. Nikkarila, M. Koskinen, S. M. Reimann, M. Manninen · 2008 · New Journal of Physics
  33. The SO(3)×SO(3)×U(1) Hubbard model on a square lattice in terms of c and αν fermions and deconfined η -spinons and spinons
    J. M. P. Carmelo · 2011 · Annals of Physics
  34. Polaron-induced changes in moiré exciton propagation in twisted van der Waals heterostructures
    Willy Knorr, Samuel Brem, Giuseppe Meneghini, Ermin Malić · 2024 · Nanoscale
  35. Exploring Quantum Phases of Dipolar Gases through Quasicrystalline Confinement
    Vinicius Zampronio, Alejandro Mendoza-Coto, Tommaso Macrì, Fabio Cinti · 2024 · Physical Review Letters
  36. Wannier functions for one-dimensional s − p optical superlattices
    Wojciech Ganczarek, Michele Modugno, Giulio Pettini, Jakub Zakrzewski · 2014 · Physical Review A
  37. Interaction- and filling-induced quantum anomalous Hall effect in ultracold neutral Bose-Fermi mixtures on a hexagonal lattice
    Shang-Shun Zhang, Heng Fan, Wu-Ming Liu · 2013 · Physical Review A
  38. Topological phase transitions with non-Abelian gauge potentials on square lattices
    Yao‐Hua Chen, Jian Li, C. S. Ting · 2013 · Physical Review B
  39. Arnold web and dynamical tunneling in a four-site Bose–Hubbard model
    Sourav Karmakar, Srihari Keshavamurthy · 2021 · Physica D Nonlinear Phenomena
  40. Advances in cold atom UHV/XHV metrology
    Xiangmin Wu, Yongjun Cheng, Dong Meng, Wenjun Sun, Suzhao Zhang, Zhuoya Ma, Yan-Peng Li, Wenjie Jia, Tianyou Feng, Chengyao Wu · 2022 · Vacuum
  41. Revealing quantum effects in bosonic Josephson junctions: a multi-configuration atomic coherent state approach
    Yulong Qiao, Frank Großmann · 2023 · Frontiers in Physics
  42. Quantum Monte Carlo algorithm for Bose-Hubbard models on arbitrary graphs
    E. Akaturk, Itay Hen · 2024 · Physical review. B./Physical review. B
  43. Superconducting Quantum Simulation for Many-Body Physics beyond Equilibrium
    Yunyan Yao, Liang Xiang · 2024 · Entropy
  44. Momentum distribution of the hard-core extended boson Hubbard model in one dimension
    Min-Chul Cha, Jong-Geun Shin, Ji-Woo Lee · 2009 · Physical Review B
  45. Finite-temperature coherence of the ideal Bose gas in an optical lattice
    G. A. Muradyan, J. R. Anglin · 2008 · Physical Review A
  46. Quadrature interferometry for nonequilibrium ultracold atoms in optical lattices
    Eite Tiesinga, P. R. Johnson · 2013 · Physical Review A
  47. Newton's cradle analogue with Bose–Einstein condensates
    Roberto Franzosi, Ruggero Vaia · 2014 · Journal of Physics B Atomic Molecular and Optical Physics
  48. Supersolid States in a Hard-Core Bose–Hubbard Model on a Layered Triangular Lattice
    Ryota Suzuki, Akihisa Koga · 2014 · Journal of the Physical Society of Japan
  49. Versatile laser system for experiments with cold atomic gases
    Amita B. Deb, Ana Rakonjac, Niels Kjærgaard · 2012 · Journal of the Optical Society of America B
  50. A bespoke single-band Hubbard model material
    Sinéad M. Griffin, Peter Staar, T. C. Schulthess, Matthias Troyer, Nicola A. Spaldin · 2016 · Physical review. B./Physical review. B
  51. Interaction effects in a quantum simulation of classical magnetism with artificial gauge potential
    Hui Cao, Qiang Wang, Libin Fu · 2014 · Physical Review A
  52. Unconventional pairings of spin-orbit coupled attractive degenerate Fermi gas in a one-dimensional optical lattice
    J.-Q. Liang, Xiaofan Zhou, Pak Hong Chui, Kuang Zhang, Shi-Jian Gu, Ming Gong, Gang Chen, Suotang Jia · 2015 · Scientific Reports
  53. Quantum information and many body physics with cold atoms
    Xiao-Fei Zhang, Yao-hua Chen, GuoCai Liu, Wéi Wú, Lin Wen, Wu-Ming Liu · 2012 · Chinese Science Bulletin
  54. Crystalline splitting of d orbitals in two-dimensional regular optical lattices
    Hua Chen, Xiaoming Xie · 2018 · Physical Review A
  55. Near-threshold bound states of the dipole-dipole interaction
    Tijs Karman, Matthew D. Frye, John D. Reddel, Jeremy M. Hutson · 2018 · Physical Review A
  56. Design and research of two-dimensional magneto-optical trap of sodium atom using permanent magnets
    Zi‐Liang Li, Zhenlian Shi, Pengjun Wang · 2020 · Acta Physica Sinica
  57. Meissner effect in Fock space
    J. Mumford · 2022 · Physical Review A
  58. A method of state-selective transfer of atoms between microtraps based on the Franck–Condon principle
    A B Deb, G Smirne, R. M. Godun, Christopher J. Foot · 2007 · Journal of Physics B Atomic Molecular and Optical Physics
  59. Probing few-excitation eigenstates of interacting atoms on a lattice by observing their collective light emission in the far field
    Paolo Longo, Jörg Evers · 2014 · Physical Review A
  60. Spectral Function of a Boson Ladder in an Artificial Gauge Field
    R. Citro, Anna Minguzzi, E. Orignac, S. De Palo, Nicolas Victorin · 2020 · Condensed Matter
  61. Supersolid simulations
    Dieter Jaksch · 2006 · Nature
  62. Ultracold Atoms and Molecules in Optical Lattices
    Immanuel Bloch, P. Zoller · 2012 · Contemporary concepts of condensed matter science
  63. Anderson lattice description of photoassociation in an optical lattice
    Takahiko Miyakawa, Pierre Meystre · 2006 · Physical Review A
  64. Spectral analysis of two-particle Hamiltonians with short-range interactions
    M. O. Akhmadova, M. A. Azizova · 2025 · Nanosystems Physics Chemistry Mathematics
  65. Aspects of superfluid cold atomic gases in optical lattices
    Gentaro Watanabe A, Sukjin Yoon · 2013 · Journal of the Korean Physical Society
  66. Increasing superconducting T c by layering in the attractive Hubbard model
    Rodrigo A. Fontenele, Natanael C. Costa, Thereza Paiva, Raimundo R. dos Santos · 2024 · Physical Review A
  67. Number of Bound States of the Hamiltonian of a Lattice Two-boson System with Interactions up to the Next Neighboring Sites
    Saidakhmat Norzhigitovich Lakaev, Sh. I. Khamidov, M. O. Akhmadova · 2024 · Lobachevskii Journal of Mathematics
  68. Possible critical behavior driven by the confining potential in optical lattices with ultra-cold fermions
    V. L. Campo, Jorge Quintanilla, C. Hooley · 2009 · Physica B Condensed Matter
  69. Quantum phase transitions of fermionic atoms in an anisotropic triangular optical lattice
    An Bao, Yao‐Hua Chen, Xiaozhong Zhang · 2013 · Chinese Physics B
  70. Large effective three-body interaction in a double-well optical lattice
    Saurabh Paul, Eite Tiesinga · 2015 · Physical Review A
  71. Quantum simulation dynamics and circuit synthesis of FMO complex on an NMR quantum computer
    M. Mahdian, H. Davoodi Yeganeh, A. Dehghani · 2020 · International Journal of Quantum Information
  72. Hierarchical Equations-of-Motion Method for Momentum System–Bath Coupling
    Maxim F. Gelin, Raffaele Borrelli, Lipeng Chen · 2021 · The Journal of Physical Chemistry B
  73. Antiferromagnetism of Lattice Fermions in an Optical Trap: the Dynamical Mean-Field Perspective
    Elena V. Gorelik, Nils Blümer · 2011 · Journal of Low Temperature Physics
  74. Superfluid properties of ultracold fermionic atoms in two-dimensional optical lattices
    Yusuke Fujihara, Akihisa Koga, Norio Kawakami · 2010 · Physical Review A
  75. Deterministic multi-atom GHZ states generation in a coupled cavity system with the assistance of strong classical fields
    Zhi‐Rong Zhong, Xiu Ru Lin, Bin Zhang, Zhen‐Biao Yang · 2012 · Physica Scripta
  76. Polarization mixing in optical lattices with uniaxial anisotropy
    Hashem Zoubi, Helmut Ritsch · 2008 · Journal of Physics B Atomic Molecular and Optical Physics
  77. Localisation of weakly interacting bosons in two dimensions: disorder vs lattice geometry effects
    Luis Antonio González-García, Santiago F. Caballero-Benítez, R. Paredes · 2019 · Scientific Reports
  78. Collision of one dimensional (1D) spin polarized Fermi gases in an optical lattice
    J. Kajala, Francesco Massel, Päivi Törmä · 2011 · The European Physical Journal D
  79. Quantum field theoretical study of an effective spin model in coupled optical cavity arrays
    Sujit Sarkar · 2011 · Physica B Condensed Matter
  80. Readout of quasiperiodic systems using qubits
    Madhumita Saha, Bijay Kumar Agarwalla, B. Prasanna Venkatesh · 2021 · Physical Review A
  81. Real-space characterization of tetragonal CuO epitaxial films
    Yong Zhong, Ziyuan Dou, Rui-Feng Wang, Yan-Feng Lv, Sha Han, Hang Yan, Can‐Li Song, Xu-Cun Ma, Qi‐Kun Xue · 2021 · Applied Physics Letters
  82. Emergence of a superglass phase in the random-hopping Bose-Hubbard model
    Anna M. Piekarska, T. K. Kopeć · 2022 · Physical review. B./Physical review. B
  83. Caloric effects in an open Fermi–Hubbard optical dimer due to onsite and heat bath-induced two-particle interactions
    Vladimir P. Villegas, Cristine Dlr. Villagonzalo · 2022 · Journal of Magnetism and Magnetic Materials
  84. Correlated nanoelectronics and the second quantum revolution
    Jeremy Levy · 2022 · APL Materials
  85. Massive particle interferometry with lattice solitons
    Piero Naldesi, Juan Polo, P. D. Drummond, Vanja Dunjko, Luigi Amico A, Anna Minguzzi, Maxim Olshanii · 2023 · SciPost Physics
  86. Contour-time approach to the disordered Bose-Hubbard model in the strong coupling regime
    Ali Mokhtari-Jazi, Matthew Fitzpatrick, Malcolm P. Kennett · 2023 · Nuclear Physics B
  87. Superfluid state in the periodic Anderson model with attractive interactions
    Akihisa Koga, Philipp Werner · 2011 · Journal of Physics Conference Series
  88. Density functional theory versus quantum Monte Carlo simulations of Fermi gases in the optical-lattice arena
    Sebastiano Pilati, Ilia Zintchenko, Matthias Troyer, Francesco Ancilotto · 2018 · The European Physical Journal B
  89. Quantum phases for bosons in a square lattice with artificial magnetic flux
    Ya-Fei Song, Shi-Jie Yang · 2019 · Journal of Physics B Atomic Molecular and Optical Physics
  90. Stability of FFLO States in Optical Lattices with Bilayer Structure
    康晴 大川内, Akihisa Koga · 2012 · Journal of the Physical Society of Japan
  91. Breakdown of the mean-field description of the Nagaoka phase
    Fábio L. Braghin, Alvaro Ferraz, Evgueny Kochetov · 2008 · Physical Review B
  92. Coherent transport of cold atoms in angle-tuned optical lattices
    Roberto Franzosi, Matteo Cristiani, Carlo Sias, E. Arimondo · 2006 · Physical Review A
  93. Localized modes in mini-gaps opened by periodically modulated intersite coupling in two-dimensional nonlinear lattices
    Goran Gligorić, Aleksandra Maluckov, Ljupčo R. Hadžievski, Boris A. Malomed · 2014 · Chaos An Interdisciplinary Journal of Nonlinear Science
  94. Generic short-range interactions in two-leg ladders
    Judith E. Bunder, Hsiu‐Hau Lin · 2009 · Physical Review B
  95. Role of Correlations and Off-Diagonal Terms in Binary Disordered One-Dimensional Systems
    Arkadiusz Kosior, Jan Major, Marcin Płodzień, Jakub Zakrzewski · 2015 · Acta Physica Polonica A
  96. How to characterize the dynamics of cold atoms in non-dissipative optical lattices?
    Daniel Hennequin, Ph. Verkerk · 2010 · Philosophical Transactions of the Royal Society A Mathematical Physical and Engineering Sciences
  97. Quantum Gates Between Distant Qubits via Spin-Independent Scattering
    Leonardo Banchi, Enrico Compagno, Korepin, V, Sougato Bose · 2017 · UCL Discovery (University College London)
  98. United through repulsion
    L. Fallani, M. Inguscio · 2006 · Nature
  99. Interacting Dirac fields in an expanding universe: Dynamical condensates and particle production
    Carlos Fulgado-Claudio, Pablo Sala, Daniel González-Cuadra, A. Bermúdez · 2025 · Physical review. D/Physical review. D.
  100. On the existence of the maximum number of isolated eigenvalues for a lattice Schrödinger operator
    Saidakhmat Norzhigitovich Lakaev, D. A. Latipova, M. O. Akhmadova · 2026 · Nanosystems Physics Chemistry Mathematics