Strengthening weak measurements of qubit out-of-time-order correlators

Abstract

For systems of controllable qubits, we provide a method for experimentally obtaining a useful class of multitime correlators using sequential generalized measurements of arbitrary strength. Specifically, if a correlator can be expressed as an average of nested (anti)commutators of operators that square to the identity, then that correlator can be determined exactly from the average of a measurement sequence. As a relevant example, we provide quantum circuits for measuring multiqubit out-of-time-order correlators (OTOCs) using optimized control-Z or ZX -90 two-qubit gates common in superconducting transmon implementations.

Justin Dressel

Associate Professor of Physics

Researches quantum information, computation, and foundations.