A non-unitary similarity deformation of a Hermitian two-qubit Hamiltonian keeps the degenerate spectrum fixed while right eigenstates interpolate from product to maximally entangled, with Schmidt-gauged magic peaking at intermediate coupling.
Floquet Reservoir Engineering for Remote Logical Entanglement
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abstract
Implementing controlled dissipative dynamics is a powerful approach for state preparation in a variety of contexts, including the preparation of remote entangled states. Here, we show that by going beyond the standard setting of time-independent dissipative dynamics, one can realize even more powerful non-unitary protocols. We introduce dissipative Floquet protocols for stabilizing remote entanglement of logical qubits, where continuously-running dissipation is interleaved with a periodic sequence of unitary gates. These protocols harness existing experimental capabilities, and overcome time-entanglement limits that constrain standard approaches. They also implement an autonomous form of entanglement distillation. We show how these protocols give enhanced protection against waveguide loss, and as an example, analyze a specific implementation using cat-qubits and transmons in a superconducting circuit.
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2026 1verdicts
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Entanglement and non-local magic in a non-unitarily deformed non-Hermitian bipartite system
A non-unitary similarity deformation of a Hermitian two-qubit Hamiltonian keeps the degenerate spectrum fixed while right eigenstates interpolate from product to maximally entangled, with Schmidt-gauged magic peaking at intermediate coupling.