A linear optical approach to quantum computing offers highly coherent qubits, high fidelity single qubit gates, and probabilistic entangling operations that can be implemented using well-known quantum optical methods. The key advantage of photonic quantum computing is the fact that the required photonic chips can be produced in conventional fabrication facilities used for commercial silicon photonics, allowing scaling to achieve large-scale error correction. As a hardware platform for quantum computation linear optics offers unique flexibility in building up topological error correcting schemes. Some interesting examples are the long range connectivity which is straightforward in a photonic architecture, and the ability to move qubits in temporal as well as spatial dimensions. I will discuss linear optical quantum computing and how these physical features of the photonic approach can inspire novel schemes for fault tolerant architectures.
Topic: INQNET seminar
Time: January 11, 2021 12:30 PM Pacific Time (US and Canada)
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Meeting ID: 933 0458 4361
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