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

Contribution List

4. Two-particle Hadamard quantum walk on dynamically percolated line

Magdalena Parýzková

17/10/2023, 09:00

Morning session

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....

2. Gaussian Boson Sampling

Craig Hamilton

17/10/2023, 09:20

Morning session

3. What we do in the shadows (in Olomouc)

Jan Provazník (Palacký University, Olomouc)

17/10/2023, 10:05

Morning session

5. Single-qubit gate teleportation provides a quantum advantage

Libor Caha (Technical University of Munich)

17/10/2023, 10:40

Morning session

6. Iterated non-linear maps of qubit states

Igor Jex (FNSPE CTU in Prague)

17/10/2023, 11:25

Morning session

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

Afternoon session

8. SQUANDER: a classical framework to train quantum circuits

Péter Rakyta (Eötvös Loránd university)

17/10/2023, 14:45

Afternoon session

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.

9. The simples quantum codes

Áron Rozgonyi (Wigner RCP)

17/10/2023, 15:45

Afternoon session

10. Nonlinear squeezing as a non-Gaussian resource for quantum technologies

Petr Marek (Palacky University)

17/10/2023, 16:15

Afternoon session

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...