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Workshop on Methods and Applications of Quantum Computing with Light and Qubits

17 October 2023
Břehová 7 -- Faculty of Nuclear Sciences and Physical Engineering
Europe/Prague timezone

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Contribution List

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  1. 4. Two-particle Hadamard quantum walk on dynamically percolated line
    Magdalena Parýzková
    17/10/2023, 09:00

    During a quantum walk on a dynamically percolated graph, some of the graphs' edges can randomly break and reappear again at every time step of the walk. So, dynamical percolations present a possibility to simulate the evolution of systems with imperfections. Although they are generally difficult to study, it is possible to analytically investigate the asymptotic evolution of such systems....

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  2. 2. Gaussian Boson Sampling
    Craig Hamilton
    17/10/2023, 09:20
  3. 3. What we do in the shadows (in Olomouc)
    Jan Provazník (Palacký University, Olomouc)
    17/10/2023, 10:05
  4. 5. Single-qubit gate teleportation provides a quantum advantage
    Libor Caha (Technical University of Munich)
    17/10/2023, 10:40
  5. 6. Iterated non-linear maps of qubit states
    Igor Jex (FNSPE CTU in Prague)
    17/10/2023, 11:25
  6. 7. Report from NTU hackathon: lessons and experiences
    Antonín Kříž, Aurél Gábris (Czech Technical University in Prague), Eliška Krátká, Jakub Kučera
    17/10/2023, 14:00
  7. 8. SQUANDER: a classical framework to train quantum circuits
    Péter Rakyta (Eötvös Loránd university)
    17/10/2023, 14:45

    In this presentation, I will introduce the SQUANDER quantum circuit training framework, which has been jointly developed by the Eötvös Loránd University and the Wigner Research Centre.

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  8. 9. The simples quantum codes
    Áron Rozgonyi (Wigner RCP)
    17/10/2023, 15:45
  9. 10. Nonlinear squeezing as a non-Gaussian resource for quantum technologies
    Petr Marek (Palacky University)
    17/10/2023, 16:15

    Quantum non-Gaussianity was recently recognized as an important resource for CV quantum information processing, which is necessary for some of the advanced applications, such as quantum computation. The non-Gaussian features of quantum states, often tied to negativity of their Wigner function, are difficult to implement experimentally. The most common experimental sources rely on photon number...

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