A quantum annealing architecture with all-to-all connectivity from local interactions

Lechner, Wolfgang, Hauke, Philipp, Zoller, Peter·2015·Science Advances

Cited by (253)

Items 101–200 of 253

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  3. Quantum Annealing and Thermalization: Insights from Integrability
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  4. Quantum Annealing Boosts Prediction of Multimolecular Adsorption on Solid Surfaces Avoiding Combinatorial Explosion
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  5. Solving optimization problems with local light-shift encoding on Rydberg quantum annealers
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  6. Finite-range interacting Ising quantum magnets with Rydberg atoms in optical lattices - From Rydberg superatoms to crystallization
    Peter Schauß · 2017 · arXiv (Cornell University)
  7. Modular Parity Quantum Approximate Optimization
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  8. Observation of distinct phase transitions in a nonlinear optical Ising machine
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  9. The Future of Drug Development with Quantum Computing
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  10. Thermal entanglement in quantum annealing processor
    Abdel‐Haleem Abdel‐Aty, Ahmad N. Khedr, Yasser B. Saddeek, Amr A. Youssef · 2017 · International Journal of Quantum Information
  11. Parity Quantum Optimization: Benchmarks
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  12. Loop-free tensor networks for high-energy physics
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  13. Transforming generalized Ising models into Boltzmann machines
    Nobuyuki Yoshioka, Yutaka Akagi, Hosho Katsura · 2019 · Physical review. E
  14. Quantum phase transition with inhomogeneous driving in the Lechner-Hauke-Zoller model
    Andreas Hartmann, Wolfgang Lechner · 2019 · Physical Review A
  15. Universal Quantum Optimization with Cold Atoms in an Optical Cavity
    Meng Ye, Ye Tian, Jian Hui Lin, Yuchen Luo, Jiaqi You, Jiazhong Hu, Wenjun Zhang, Wenlan Chen, Xiaopeng Li · 2023 · Physical Review Letters
  16. Encoding-independent optimization problem formulation for quantum computing
    Federico Dominguez, Josua Unger, Matthias Traube, Barry P. Mant, Christian Ertler, Wolfgang Lechner · 2023 · Frontiers in Quantum Science and Technology
  17. Rydberg‐Atom Graphs for Quadratic Unconstrained Binary Optimization Problems
    Andrew Byun, Junwoo Jung, Kangheun Kim, Minhyuk Kim, Seokho Jeong, Heejeong Jeong, Jaewook Ahn · 2024 · Advanced Quantum Technologies
  18. Parity Quantum Optimization: Encoding Constraints
    Maike Drieb-Schön, Kilian Ender, Younes Javanmard, Wolfgang Lechner · 2023 · Quantum
  19. Encoding trade-offs and design toolkits in quantum algorithms for discrete optimization: coloring, routing, scheduling, and other problems
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  20. Survey on Redundancy Based-Fault tolerance methods for Processors and Hardware accelerators - Trends in Quantum Computing, Heterogeneous Systems and Reliability
    Shashikiran Venkatesha, Ranjani Parthasarathi · 2024 · ACM Computing Surveys
  21. Annealing-Assisted Column Generation for Inequality-Constrained Combinatorial Optimization Problems
    Hiroshi Kanai, Masashi Yamashita, Kotaro Tanahashi, Shu Tanaka · 2024 · IEEE Access
  22. Ising formulation of associative memory models and quantum annealing recall
    Siddhartha Santra, Omar Shehab, Radhakrishnan Balu · 2017 · Physical Review A
  23. Minimal constraints in the parity formulation of optimization problems
    Martin Lanthaler, Wolfgang Lechner · 2021 · New Journal of Physics
  24. Applications of universal parity quantum computation
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  25. Adiabatic quantum simulations with driven superconducting qubits
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  26. Hamiltonian Sparsification and Gap-Simulation
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  27. Deep recurrent networks predicting the gap evolution in adiabatic quantum computing
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  28. A hybrid quantum-classical paradigm to mitigate embedding costs in quantum annealing
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  29. Parity-controlled gate in a two-dimensional neutral-atom array
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  30. Nonpairwise Interactions Induced by Virtual Transitions in Four Coupled Artificial Atoms
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  31. Josephson parametric oscillator based Ising machine
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  32. Implementing Arbitrary Ising Models with a Trapped-Ion Quantum Processor
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  33. Sharp-selectivity in-line topology low temperature superconducting bandpass filter for superconducting quantum applications
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  34. Development of Quantum Annealer Using Josephson Parametric Oscillators
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  40. Enhancing quantum annealing performance by a degenerate two-level system
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  41. Effective spin models of Kerr-nonlinear parametric oscillators for quantum annealing
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  42. Evolution of Quantum Machine Learning and an Attempt of Its Application for SDN Intrusion Detection
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  43. Quantum adiabatic cycles and their breakdown
    Nicolò Defenu · 2021 · Communications Physics
  44. Formulation of the Social Workers’ Problem in Quadratic Unconstrained Binary Optimization Form and Solve It on a Quantum Computer
    Adelomou, Atchade Parfait, Ribé, Elisabet Golobardes, Cardona, Xavier Vilasis · 2020 · Journal of Computer and Communications
  45. Parity Quantum Computing as yz -Plane Measurement-Based Quantum Computing
    Isaac D. Smith, Hendrik Poulsen Nautrup, Hans J. Briegel · 2024 · Physical Review Letters
  46. Quantum Algorithms for the Physical Layer: Potential Applications to Physical Layer Security
    Toshiki Matsumine, Hideki Ochiai, Junji Shikata · 2025 · IEEE Access
  47. Rapid quantum approaches for combinatorial optimisation inspired by optimal state-transfer
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  48. Designing ground states of Hopfield networks for quantum state preparation
    Clemens Dlaska, Lukas M. Sieberer, Wolfgang Lechner · 2019 · Physical Review A
  49. Performance Enhancement of Quantum Annealing under the Lechner–Hauke–Zoller Scheme by Non-linear Driving of the Constraint Term
    Yuki Susa, Hidetoshi Nishimori · 2020 · Journal of the Physical Society of Japan
  50. Quantum adiabatic cycles and their breakdown
    Nicolò Defenu · 2021 · Repository for Publications and Research Data (ETH Zurich)
  51. A Survey of Analog Computing for Domain-Specific Accelerators
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  53. Quantum optimization with linear Ising penalty functions for customer data science
    Puya Mirkarimi, Ishaan Shukla, David C. Hoyle, Ross Williams, Nicholas Chancellor · 2024 · Physical Review Research
  54. Scalable quantum processors empowered by the Fermi scattering of Rydberg electrons
    Mohammadsadegh Khazali, Wolfgang Lechner · 2023 · Communications Physics
  55. Load balancing for high performance computing using quantum annealing
    Omer Rathore, Alastair G. Basden, Nicholas Chancellor, Halim Kusumaatmaja · 2025 · Physical Review Research
  56. Fault-tolerant quantum computing with the parity code and biased-noise qubits
    Anette Messinger, Valentin Torggler, Berend Klaver, Michael Fellner, Wolfgang Lechner · 2025 · Physical Review Applied
  57. Role of topology in determining the precision of a finite thermometer
    Alessandro Candeloro, Luca Razzoli, Paolo Bordone, Matteo G. A. Paris · 2021 · Physical review. E
  58. Programmable Hamiltonian engineering with quadratic quantum Fourier transform
    Pei Wang, Zhijuan Huang, Xingze Qiu, Xiaopeng Li · 2022 · Physical review. B./Physical review. B
  59. Neural-powered unit disk graph embedding: qubits connectivity for some QUBO problems
    Chiara Vercellino, Paolo Viviani, Giacomo Vitali, Alberto Scionti, A. Scarabosio, Olivier Terzo, Edoardo Giusto, Bartolomeo Montrucchio · 2022 · IEEE International Conference on Quantum Computing and Engineering (QCE)
  60. Computation of relativistic and many-body effects in atomic systems using quantum annealing
    V. Vijay Kumar, Nishanth Baskaran, V. S. Prasannaa, Kenji Sugisaki, D. Mukherjee, Kenneth G. Dyall, B. P. Das · 2024 · Physical Review A
  61. Constructive plaquette compilation for the parity architecture
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  62. Quantum Annealing Machines Based on Semiconductor Nanostructures
    Tetsufumi Tanamoto, Yoshifumi Nishi, Jun Deguchi · 2019 · Journal of the Physical Society of Japan
  63. Stroboscopic Hamiltonian engineering in the low-frequency regime with a one-dimensional quantum processor
    V. M. Bastidas, Tobias Haug, Claude Gravel, L. C. Kwek, William J. Munro, Kae Nemoto · 2022 · Physical review. B./Physical review. B
  64. Entanglement witnessing for lattice gauge theories
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  65. Scalable parity architecture with a shuttling-based spin qubit processor
    Florian Ginzel, Michael Fellner, Christian Ertler, Lars R. Schreiber, Hendrik Bluhm, Wolfgang Lechner · 2024 · Physical review. B./Physical review. B
  66. Compressed Space Quantum Approximate Optimization Algorithm for Constrained Combinatorial Optimization
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  67. Flexible constraint compilation in the parity architecture
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  68. Quantum error correction with an Ising machine under circuit-level noise
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  69. Constant Depth Code Deformations in the Parity Architecture
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  70. Rejection-Free Monte Carlo Simulation of QUBO and Lechner–Hauke–Zoller Optimization Problems
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  71. SWAP-less implementation of quantum algorithms
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  72. Multiqubit parity gates for Rydberg atoms in various configurations
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  73. Nonstoquastic catalyst for bifurcation-based quantum annealing of the ferromagnetic p -spin model
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  74. Comparing planar quantum computing platforms at the quantum speed limit
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  75. Scalable 2-local architecture for quantum annealing of Ising models with arbitrary dimensions
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  76. Analysing the impact of quantum computing using system dynamics
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  77. Limits of Short-Time Evolution of Local Hamiltonians
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  78. Scalable set of reversible parity gates for integer factorization
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  79. Quantum annealing showing an exponentially small success probability despite a constant energy gap with polynomial energy
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  80. Decoding quantum error correction with Ising model hardware
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  81. Load Balancing For High Performance Computing Using Quantum Annealing
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  82. Approximate combinatorial optimization with Rydberg atoms: The barrier of interpretability
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  83. Spectroscopic estimation of the photon number for superconducting Kerr parametric oscillators
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  85. Analysis of the Hopfield Model with Discrete Coupling
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  86. Discrete time crystal in a driven-dissipative Bose-Hubbard model with two-photon processes
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  87. Scalable embedding of parity constraints in quantum annealing hardware
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  88. Development of research network on Quantum Annealing Computation and Information using Google Scholar data
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