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Resource-efficient high-dimensional subspace teleportation with a quantum autoencoder.

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Quantum autoencoders compress quantum data for efficient teleportation. This study demonstrates qutrit teleportation using these autoencoders on a photonic chip, achieving high fidelity for quantum computing and networking.

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Area of Science:

  • Quantum Information Science
  • Quantum Machine Learning
  • Integrated Photonics

Background:

  • Quantum autoencoders offer efficient quantum data compression.
  • Quantum teleportation is crucial for quantum communication and computing.
  • High-dimensional quantum systems, like qutrits, offer enhanced capabilities but require efficient resource management.

Purpose of the Study:

  • To propose and demonstrate the use of quantum autoencoders for resource-efficient quantum teleportation of subspaces in high-dimensional systems.
  • To achieve the first demonstration of qutrit teleportation using quantum autoencoders on an integrated photonic platform.
  • To explore the application of unsupervised machine learning for training on-chip autoencoders for state compression and teleportation.

Main Methods:

  • Utilizing a compress-teleport-decompress protocol with a quantum autoencoder.
  • Implementing the scheme on an integrated photonic platform for scalability.
  • Applying unsupervised machine learning to train the on-chip autoencoder for dimensionality reduction and state recovery.
  • Teleporting unknown quantum states encoded within high-dimensional subspaces.

Main Results:

  • Demonstrated chip-to-chip quantum teleportation of qutrit states using an autoencoder.
  • Achieved high fidelity (~0.971) in decompressing unknown states.
  • Obtained a total teleportation fidelity of ~0.894.
  • Showcased the ability to compress dimensionality by erasing redundant information.

Conclusions:

  • Quantum autoencoders effectively reduce resource costs for high-dimensional quantum teleportation.
  • The developed scheme provides a scalable platform for future quantum computing and networking.
  • Subspace encodings, enabled by this technique, offer improved noise robustness and coherence.
  • This work lays the foundation for integrating machine learning techniques into quantum systems.