A bosonic code from superpositions of squeezed Fock states maintains orthogonality at all squeezing levels and achieves error correction scaling as exp(-7r) for single-photon loss and dephasing.
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Stochastic noise in non-Hermitian qubit systems away from exceptional points allows for highly efficient entanglement generation on timescales shorter than Hermitian or EP-based methods, independent of qubit number.
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Quantum Error Correction with Superpositions of Squeezed Fock States
A bosonic code from superpositions of squeezed Fock states maintains orthogonality at all squeezing levels and achieves error correction scaling as exp(-7r) for single-photon loss and dephasing.
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Entanglement Dynamics with a Stochastic Non-Hermitian Hamiltonian away from Exceptional Points
Stochastic noise in non-Hermitian qubit systems away from exceptional points allows for highly efficient entanglement generation on timescales shorter than Hermitian or EP-based methods, independent of qubit number.