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Quantum Teleportation from a Propagating Photon to a Solid-State Spin Qubit

Quantum Physics 2015-06-16 v2 Mesoscale and Nanoscale Physics

Abstract

The realization of a quantum interface between a propagating photon used for transmission of quantum information, and a stationary qubit used for storage and manipulation, has long been an outstanding goal in quantum information science. A method for implementing such an interface between dissimilar qubits is quantum teleportation, which has attracted considerable interest not only as a versatile quantum-state-transfer method but also as a quantum computational primitive. Here, we experimentally demonstrate transfer of quantum information carried by a photonic qubit to a quantum dot spin qubit using quantum teleportation. In our experiment, a single photon in a superposition state of two colors -- a photonic qubit is generated using selective resonant excitation of a neutral quantum dot. We achieve an unprecedented degree of indistinguishability of single photons from different quantum dots by using local electric and magnetic field control. To teleport a photonic qubit, we generate an entangled spin-photon state in a second quantum dot located 5 meters away from the first and interfere the photons from the two dots in a Hong-Ou-Mandel set-up. A coincidence detection at the output of the interferometer heralds successful teleportation, which we verify by measuring the resulting spin state after its coherence time is prolonged by an optical spin-echo pulse sequence. The demonstration of successful inter-conversion of photonic and semiconductor spin qubits constitute a major step towards the realization of on-chip quantum networks based on semiconductor nano-structures.

Keywords

Cite

@article{arxiv.1307.1142,
  title  = {Quantum Teleportation from a Propagating Photon to a Solid-State Spin Qubit},
  author = {Wei-bo Gao and P. Fallahi and E. Togan and A. Delteil and Y. S. Chin and J. Miguel-Sanchez and A. Imamoglu},
  journal= {arXiv preprint arXiv:1307.1142},
  year   = {2015}
}

Comments

12 pages, 3 figures, Comments welcome

R2 v1 2026-06-22T00:45:09.446Z