Quantum annealing processors implement analog-digital quantum computing via effective XY-model evolution combined with auxiliary-qubit arbitrary-basis initialization and measurement, demonstrated through oscillations, fermionic quantum walks, and Anderson localization.
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Real-time detection of dynamical phase transitions in spinor gases is achieved via temporal behaviors of system energy and spinor phases extracted from spin dynamics.
Foundry-produced Si3N4 waveguides achieve >50 dB optical crosstalk reduction for addressing an eight-ion chain of Ba-138 with lasers at 493 nm, 585 nm, and 650 nm.
Optimal single-site operators for multipartite nonlocality in 1D spin chains exhibit mirror symmetry and remain robust across phases in Ising-type models.
In the Z3 chiral clock model, DQPTs emerge only for special angles in the chiral phase, with an analytical expression derived for the zeros of the dynamical partition function.
citing papers explorer
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Analog-Digital Quantum Computing with Quantum Annealing Processors
Quantum annealing processors implement analog-digital quantum computing via effective XY-model evolution combined with auxiliary-qubit arbitrary-basis initialization and measurement, demonstrated through oscillations, fermionic quantum walks, and Anderson localization.
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Detection of Spin-Spatial-Coupling-Induced Dynamical Phase Transitions in Real Time
Real-time detection of dynamical phase transitions in spinor gases is achieved via temporal behaviors of system energy and spinor phases extracted from spin dynamics.
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Low-Crosstalk, Silicon-Fabricated Optical Waveguides for Laser Delivery to Matter Qubits
Foundry-produced Si3N4 waveguides achieve >50 dB optical crosstalk reduction for addressing an eight-ion chain of Ba-138 with lasers at 493 nm, 585 nm, and 650 nm.
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Intrinsic Mirror Symmetry and Robustness of Optimal Nonlocal Operators in One-Dimensional Quantum Spin Chains
Optimal single-site operators for multipartite nonlocality in 1D spin chains exhibit mirror symmetry and remain robust across phases in Ising-type models.
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Emergent dynamical quantum phase transition in a $Z_3$ symmetric chiral clock model
In the Z3 chiral clock model, DQPTs emerge only for special angles in the chiral phase, with an analytical expression derived for the zeros of the dynamical partition function.