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Quantization and Mirror Reduction Do Not Commute in Hamiltonian Embeddings of Nonreciprocal Dynamics
Hamiltonian embeddings can represent dissipative nonreciprocal classical dynamics exactly on invariant manifolds of enlarged reciprocal systems. We show that canonical quantization of such an embedding need not commute with reduction to the target dynamics. For the mirror construction recently introduced for pairwise nonreciprocal interactions, the invariant manifold is Lagrangian. Exact quantum enforcement of the mirror condition therefore remo...
INFQ Stock Surges After Infleqtion Solves Key Technical Hurdle In Large-Scale Quantum Computing - Stocktwits
Patenting Quantum Computing Innovations – Part 3: Implementing a Logical Qubit in a Surface Code
By Sinan Utku Example 2: Implementing a Logical Qubit in a Surface Code Surface codes are a promising class of quantum error correction codes that will likely be used in fault-tolerant quantum computing. In a surface code, many physical data qubits collectively encode a logical qubit in a nonlocal, topologically protected manner, making it robust [...] The post Patenting Quantum Computing Innovations – Part 3: Implementing a Logical Qubit in a Surface Code appeared first on Quantum Computing...
Multimode and Random-Access Optical Quantum Memory via Adiabatic Phase Imprinting