Abstract

One of the strengths of quantum information theory is that it can treat quantum states without referring to their particular physical representation. In principle, quantum states can be therefore fully swapped between various quantum systems by their mutual interaction and this quantum state transfer is crucial for many quantum communication and information processing tasks. In practice, however, the achievable interaction time and strength are often limited by decoherence. Here we propose and experimentally demonstrate a procedure for faithful quantum state transfer between two weakly interacting qubits. Our scheme enables a probabilistic yet perfect unidirectional transfer of an arbitrary unknown state of a source qubit onto a target qubit prepared initially in a known state. The transfer is achieved by a combination of a suitable measurement of the source qubit and quantum filtering on the target qubit depending on the outcome of measurement on the source qubit. We experimentally verify feasibility and robustness of the transfer using a linear optical setup with qubits encoded into polarization states of single photons.

Highlights

  • A full exploitation of the potential of quantum information theory[1,2] requires development of hybrid quantum information processing devices optimally combining and interconnecting various physical platforms

  • S onto the target qubit T that is initially prepared in a qubit could even be initially entangled with some ancilla qubit

  • The interaction Vcreates an entangled state of source and target qubits, Vψ S g T = α Φ0 ST + β Φ1 ST, (1)

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Summary

Introduction

A full exploitation of the potential of quantum information theory[1,2] requires development of hybrid quantum information processing devices optimally combining and interconnecting various physical platforms. The protocol combines a suitable projective measurement on the source qubit with optimal quantum filter[24] on the target, and a real-time feed-forward[25,26,27,28,29,30,31].

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