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.
Campagne-Ibarcq, A
3 Pith papers cite this work. Polarity classification is still indexing.
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2026 3representative citing papers
GKP error correction of cat and Fock states produces distillable magic states with higher success probability than vacuum, reducing distillation cost by up to ~3×.
Noise in lattice-based cryptography fails to erase information permanently, so quantum error correction and learning can extract secrets, making unconditional post-quantum security claims premature.
citing papers explorer
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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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Improved GKP magic states from error-corrected non-Gaussian quantum states
GKP error correction of cat and Fock states produces distillable magic states with higher success probability than vacuum, reducing distillation cost by up to ~3×.
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Fundamental Limitations of Post-Quantum Cryptographic Architectures
Noise in lattice-based cryptography fails to erase information permanently, so quantum error correction and learning can extract secrets, making unconditional post-quantum security claims premature.