Complete And Robust Population Transfer Between The Two Ground States Of A Three-state Loop Quantum System By Amplitude Composite Pulse Control | Awesome Quantum Computing Papers

Complete And Robust Population Transfer Between The Two Ground States Of A Three-state Loop Quantum System By Amplitude Composite Pulse Control

Peter Chernev, Andon A. Rangelov Β· Physical Review A Β· 2025

This work presents a method for achieving complete, robust, and efficient population transfer between the two ground states in a three-level loop quantum system. The approach utilizes composite pulse sequences by effectively mapping the three-state system onto an equivalent two-level system. This transformation allows the use of broadband composite pulses designed initially for conventional two-state quantum systems. Unlike traditional implementations, the composite pulses in the three-level system are not controlled through phase adjustments; instead, they are realized via the amplitude ratio of the Rabi frequencies.

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