Topological Cluster State Quantum Computer
Measurement-based computation on a periodic 3D lattice cluster state can be used to implement topological quantum error correction . Topological cluster state computation is closely related to Kitaev's toric code, as the 3D topological cluster state can be constructed and measured over time by a repeated sequence of gates on a 2D array .
Read more about this topic: One-way Quantum Computer
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