A higher-order non-uniform cellular automata algorithm is introduced for translationally invariant Euclidean and hyperbolic lattices, demonstrated on the {5,4} lattice to generate subsystem symmetry-protected topological states and simulate directed percolation.
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A hybrid CV-DV quantum error correction scheme uses discrete-variable ancillas to correct continuous-variable displacement errors and forms new oscillator-in-oscillator codes without GKP states.
Demonstration of wafer-scale III-V-on-SiN integration with <25 mdB coupler loss, >10^6 Q resonators, 15x brighter entanglement sources, and high-efficiency detectors for quantum photonics.
A FROG technique employing parametric amplification is proposed and validated via numerical simulations to recover temporal mode shapes and squeezing levels of multimode ultrafast squeezed states.
Convex optimization formulations and an analytical symplectic trace expression are introduced to reconstruct physical Gaussian covariance matrices and witness genuine multipartite entanglement from experimental data.
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Universal Design and Physical Applications of Non-Uniform Cellular Automata on Translationally Invariant Lattices
A higher-order non-uniform cellular automata algorithm is introduced for translationally invariant Euclidean and hyperbolic lattices, demonstrated on the {5,4} lattice to generate subsystem symmetry-protected topological states and simulate directed percolation.
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Discrete-variable assisted error correction of continuous-variable quantum information
A hybrid CV-DV quantum error correction scheme uses discrete-variable ancillas to correct continuous-variable displacement errors and forms new oscillator-in-oscillator codes without GKP states.
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A Wafer-Scale Heterogeneous III-V-on-Silicon Nitride Quantum Photonic Platform
Demonstration of wafer-scale III-V-on-SiN integration with <25 mdB coupler loss, >10^6 Q resonators, 15x brighter entanglement sources, and high-efficiency detectors for quantum photonics.
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Frequency resolved optical gating using parametric amplification for characterizing ultrafast temporally multimode squeezed states
A FROG technique employing parametric amplification is proposed and validated via numerical simulations to recover temporal mode shapes and squeezing levels of multimode ultrafast squeezed states.
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Revisiting Gaussian genuine entanglement witnesses with modern software
Convex optimization formulations and an analytical symplectic trace expression are introduced to reconstruct physical Gaussian covariance matrices and witness genuine multipartite entanglement from experimental data.