Quenched large deviations of Birkhoff sums along random quantum measurements

Abstract

We prove a quenched version of the large deviation principle for Birkhoff-like sums along a sequence of random quantum measurements driven by an ergodic process. We apply the result to the study of entropy production in the two-time measurement framework.

References in corpus (4)

• Sanov and Central Limit Theorems for output statistics of quantum Markov chains
• On entropy production of repeated quantum measurements II. Examples
• Markovian Repeated Interaction Quantum Systems
• Law of large numbers and central limit theorem for ergodic quantum processes

Cited by in corpus (1)

• Asymptotic Purification of Quantum Trajectories under Random Generalized Measurements