Dissipation in chiral transport quenches partition noise by relaxing electrons to lower states, leaving only U(1)-protected residual noise, while selective heating reveals competing contributions and an inversion scheme reconstructs the occupancy distribution from noise cumulants.
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The reduced transition matrix in chaotic dual-unitary quantum circuits has low-rank structure with entropy growing at most logarithmically in time, enabling efficient approximation for local expectation values.
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Open Quantum Theory of Shot Noise in Dissipative Chiral Transport
Dissipation in chiral transport quenches partition noise by relaxing electrons to lower states, leaving only U(1)-protected residual noise, while selective heating reveals competing contributions and an inversion scheme reconstructs the occupancy distribution from noise cumulants.
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Low Rank Structure of the Reduced Transition Matrix
The reduced transition matrix in chaotic dual-unitary quantum circuits has low-rank structure with entropy growing at most logarithmically in time, enabling efficient approximation for local expectation values.