Quantum computation and quantum information
Quantum computation and quantum information
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We consider a weak measurement reversal proposal to recover quantum correlations of two-qubit system under local amplitude damping channels. With weak measurement reversal, we show that quantum correlations do not vanish but preserve a finite value in the limit of the noise strength $$p\rightarrow 1$$, which can be attributed to the probabilistic nature of this method. The experimental feasibility of this approach is also discussed in pure optical systems.