Passive optical superresolution at the quantum limit
Optica Optica Publishing Group (2026)
Direct characterization of quantum dynamics via generalized weak values
Science Advances American Association for the Advancement of Science (AAAS) 12:29 (2026) eaeb7304
Abstract:
Weak values, emerging from weak measurements in pre- and postselection, exhibit complex-valued properties, enabling the direct characterization of quantum systems. However, conventional weak values do not account for system evolution, restricting their capability to capture quantum dynamical information. To overcome this limitation, we introduce the process weak value (PWV), which incorporates quantum evolution between observables during pre- and postselection. By establishing a connection between PWVs and the matrix elements of unitary operators, we develop a theoretical framework for the direct characterization of quantum processes. Our experimental validation encompasses single-photon and two-photon unitary processes, as well as non-Hermitian parity-time symmetric quantum processes. Compared to standard quantum process tomography, our method reduces the required bases for state preparation and measurements while circumventing complex reconstruction algorithms, enhancing efficiency and scalability. Our PWV formalism opens avenues for broader foundational investigations of weak measurements and enables efficient applications in characterizing sophisticated quantum processes.Improving the loss threshold for quantum advantage in photonic sensors by complete photon counting
ArXiv 2606.30761 (2026)
Super-resolving frequency measurement with mode-selective quantum memory
Nature Sensors Springer Nature (2026) 1-9