13
collaborators
2021–2024
years active
Contributions
QIP QCrypt TQC talk poster presenter award · △program ◇steering ○organizing · filled = chair
2 Posters
| Title | Conference | Co-authors |
|---|---|---|
| Integrated Photonic Self-Testing QRNG | QCRYPT 2024 | Rebecka Sax, Davide Rusca, Robert Thew, Hugo Zbinden |
With the maturity of Quantum Technologies, namely Quantum Key Distribution (QKD) and Quantum Random Number Generation (QRNG), there has been mounting interest in scalable and inexpensive solutions for both academia and industry. To address the practicality and security requirements for QRNGs, we are developing a self-testing QRNG system based on homodyne detection with a fully integrated optical set-up. We use an Indium Phosphide (InP) photonic integrated circuit (PIC) with a high-speed 2.5GHz phase modulation that was designed and developed in collaboration with HHI Fraunhofer. All optical components are integrated in a 12×10 mm2 chip. It is then glued to a PCB designed in-house with electrical connections to the chip for full control and read-out of the results of the homodyne measurements. Another PCB, also designed in-house, is used to interface between the PIC and a field-programmable gate array (FPGA), which determines the quantum states to be prepared and reads out the homodyne detection. A graphics processing unit (GPU) connected to the FPGA then performs the statistical analysis of the data. The system operates at 1.25GHz and extraction rates above 18% are expected. |
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| Quantum Key Distribution with Few Assumptions | QCRYPT 2021 | Marie Ioannou, Davide Rusca, Fadri Grünenfelder, Alberto Boaron, Matthieu Perrenoud, Alastair A. Abbott, Pavel Sekatski, Jean-Daniel Bancal, Nicolas Maring, Hugo Zbinden, Nicolas Brunner |
We investigate a class of partially device-independent quantum key distribution protocols based on a prepare-and-measure setup which simplifies their implementation. The security of the protocols is based on the assumption that Alice’s prepared states have limited overlaps, but no explicit bound on the Hilbert space dimension is required. The protocols are therefore immune to attacks on Bob’s device, such as blinding attacks. The users can establish a secret key while continuously monitoring the correct functioning of their devices through observed statistics. We report a proof- of-principle demonstration, involving mostly off-the-shelf equipment, as well as a high-efficiency superconducting nanowire detector. A positive key rate is demonstrated over a 4.8km low-loss optical fiber with finite-key analysis. The prospects of implementing these protocols over longer distances is discussed. |
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Collaborators
| Co-author | Joint talks |
|---|---|
| Davide Rusca | 2 |
| Hugo Zbinden | 2 |
| Alastair A. Abbott | 1 |
| Alberto Boaron | 1 |
| Fadri Grünenfelder | 1 |
| Jean-Daniel Bancal | 1 |
| Marie Ioannou | 1 |
| Matthieu Perrenoud | 1 |
| Nicolas Brunner | 1 |
| Nicolas Maring | 1 |
| Pavel Sekatski | 1 |
| Rebecka Sax | 1 |
| Robert Thew | 1 |