Quantum Measurement: The Stochastic Path Integral and Optimal Control

Quantum Measurement: The Stochastic Path Integral and Optimal Control

Explore the intricacies of quantum measurement theory in this comprehensive 58-minute lecture by Andrew N. Jordan from Chapman University. Delve into an overview of quantum measurement concepts, drawing insights from Jordan's new book, "Quantum Measurement: Theory and Practice." Examine the stochastic path integral formulation of continuous quantum measurement, focusing on the most likely path and its applications in optimal control of monitored quantum systems. Gain valuable knowledge about cutting-edge research in this field and understand how these principles can be applied to practical quantum state control scenarios.