5
program roles
1
leadership role
57
collaborators
2011–2025
years active
Contributions
QIP QCrypt TQC talk poster presenter award · △program ◇steering ○organizing · filled = chair
8 Talks
| Title | Conference | Type | Co-authors |
|---|---|---|---|
| Chip-Based 16 GBaud Continuous-Variable Quantum Key Distribution | QCRYPT 2025 | regular | Adnan A.E. Hajomer, Ivan Derkach, Ulrik Lund Andersen, Axl Bomhals, Cédric Bruynsteen, Aboobackkar Sidhique, Xin Yin |
Quantum key distribution (QKD) stands as the most successful application of quantum information science, providing information-theoretic security for key exchange. While it has evolved from proof-of-concept experiments to commercial products, widespread adoption requires chip-based integration to reduce costs, enable mass production, facilitate miniaturization, and enhance system performance. Here, we demonstrate the first fully photonic-integrated continuous-variable QKD (CVQKD) system operating at a classical telecom symbol rate of 16 GBaud. Our system integrates a silicon photonic transmitter circuit (excluding the laser source) and a 20 GHz photonic-electronic receiver, which features a phase-diverse silicon photonic integrated circuit and custom-designed GaAs pHEMT transimpedance amplifiers. Advanced digital signal processing allows our system to achieve the highest reported secure key rate to date, reaching 0.289 Gb/s and 0.246 Gb/s over a 20 km fiber link in the asymptotic and finite-size regimes, respectively. These results establish a record key rate and represent a critical step toward scalable, cost-effective, and mass-deployable quantum-secure communication using photonic-integrated CVQKD systems. |
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| 10 GBaud Continuous-Variable Quantum Key Distribution Enabled by Integrated Photonic-Electronic Receivers | QCRYPT 2023 | regular | ▸Adnan A.E. Hajomer, Cédric Bruynsteen, Ivan Derkach, Nitin Jain, Ulrik Lund Andersen, Xin Yin |
Quantum key distribution (QKD) is a well-known application of quantum information theory that guarantees information-theoretically secure key exchange. While QKD systems are becoming commercially available, large-scale deployment of next-generation QKD systems requires photonic and electronic devices that are low-cost, small, and easily integrated with existing network infrastructure. Continuous variable (CV) QKD is a promising option for large-scale deployment due to its compatibility with standard telecom technology. Despite this, the secret key rates of CV-QKD systems have been limited to a few megabits per second due to the bandwidth bottleneck of the receiver and the limited symbol rate of the transmitter. Here, we present the first discrete-modulated coherent state CV-QKD system operating at a classical telecom symbol rate of 10 GBaud. This system generates keys at rates exceeding 0.7 Gb/s over a distance of 5 km and 0.3 Gb/s over a distance of 10 km while being secure against collective attacks in both the asymptotic and finite-size regimes. This is made possible by using a high-speed, co-integrated phase-diverse receiver consisting of a silicon photonics optical front-end and a custom-designed integrated transimpedance amplifier. Additionally, well-engineered digital signal processing is used for quantum state preparation and measurement. Our experiment sets a new record for secure quantum communication and paves the way for the next generation of CV-QKD systems. |
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| 100 Gbit/s Integrated Quantum Random Number Generator Based on Vacuum Fluctuations | QCRYPT 2023 | regular | Cédric Bruynsteen, Cosmo Lupo, Johan Bauwelinck, Xin Yin |
Emerging communication and cryptography applications call for reliable, fast, unpredictable random number generators. Quantum random number generation allows for the creation of truly unpredictable numbers thanks to the inherent randomness available in quantum mechanics. A popular approach is using the quantum vacuum state to generate random numbers. While convenient, this approach was generally limited in speed compared to other schemes. Here, through custom co-design of opto-electronic integrated circuits and side-information reduction by digital filtering, we experimentally demonstrated an ultrafast generation rate of 100 Gbit/s, setting a new record for vacuum-based quantum random number generation by one order of magnitude. Furthermore, our experimental demonstrations are well supported by an upgraded device-dependent framework that is secure against both classical and quantum side-information and that also properly considers the non-linearity in the digitization process. This ultrafast secure random number generator in the chip-scale platform holds promise for next generation communication and cryptography applications. |
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| Experimental Gaussian-modulated continuous-variable quantum key distribution with composable keys | QCRYPT 2021 | regular | Nitin Jain, Hou-Man Chin, Hossein Mani, Dino Solar Nikolic, Cosmo Lupo, Stefano Pirandola, Matthias Kolb, Christoph Pacher, Ulrik Lund Andersen |
Continuous-variable quantum key distribution offers a practical way for doing secure key exchange by means of broadband modulators and coherent detectors operating in the telecom band. Recent advances in theory and practice have improved the security and eased the system implementation. These include composable security with a finite number of distributed Gaussian-modulated coherent states and the use of pilot/reference signals and a real local oscillator for sharing the phase reference across the communicating parties. Here we report the first prepare-and-measure continuous-variable quantum key distribution experiment that can produce composable keys in the finite-size regime with security against collective attacks. Through novel improvements in the existing security proofs and a fast, yet low-noise and highly stable system operation, we obtain a secret key rate $>$5 Mbps over a 20 km long fiber channel. Our demonstration verifies the security of practical continuous-variable quantum key distribution when used for encryption or other cryptographic tasks. |
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| Machine learning aided carrier recovery in continuous-variable quantum key distribution | QCRYPT 2020 | regular | Hou-Man Chin, Nitin Jain, Darko Zibar, Ulrik Lund Andersen |
The secret key rate of a continuous-variable quantum key distribution (CV-QKD) system is limited by excess noise. A key issue typical to all modern CV-QKD systems implemented with a reference or pilot signal and an independent local oscillator is controlling the excess noise generated from the frequency and phase noise accrued by the transmitter and receiver. Therefore accurate phase estimation and compensation, so-called carrier recovery, is a critical subsystem of CV-QKD. Here, we present the implementation of a machine learning framework based on Bayesian inference, namely an unscented Kalman filter (UKF), for estimation of phase noise and compare it to a standard reference method. Experimental results obtained over a 20 km fibre-optic link indicate that the UKF can ensure very low excess noise even at low pilot powers. The measurements exhibited low variance and high stability in excess noise over a wide range of pilot signal to noise ratios. This may enable CV-QKD systems with low implementation complexity which can seamlessly work on diverse transmission lines. |
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| Vacuum fluctuations quantum random number generator with non-iid samples | QCRYPT 2018 | regular ▸ presenter | Arne Kordts, Dino Solar Nikolic, Nitin Jain, Cosmo Lupo, Stefano Pirandola, Thomas Brochmann Pedersen, Ulrik Lund Andersen |
| Continuous Variable Quantum Computing on Encrypted Data | QCRYPT 2016 | regular | Kevin Marshall, Christian S. Jacobsen, Clemens Schafermeier, Christian Weedbrook, Ulrik Lund Andersen |
|
Realization of finite-size continuous-variable quantum key distribution based on Einstein-Podolsky-Rosen entanglement
Best Student Paper Award — Tobias Gehring (formerly Tobias Eberle)
|
QCRYPT 2013 | regular ▸ presenter | Vitus Händchen, Fabian Furrer, Torsten Franz, Jörg Duhme, Reinhard Werner, Roman Schnabel |
32 Posters
| Title | Conference | Co-authors |
|---|---|---|
| Coexistence of continuous-variable quantum key distribution and classical data over 120-km fiber | QCRYPT 2025 | Adnan A.E. Hajomer, Ivan Derkach, Vladyslav Usenko, Ulrik Lund Andersen |
Integrating quantum key distribution (QKD) with classical data transmission over the same fiber is crucial for scalable quantum-secured communication. However, noise from classical channels limits QKD distance. We demonstrate the longest-distance continuous-variable QKD (CVQKD) over 120 km (20 dB loss) coexisting with a fully populated coarse wavelength division multiplexing system. Natural mode filtering of the local oscillator and phase noise mitigation enabled this without additional filtering or wavelength reallocation. Benchmarking against a commercial discrete-variable QKD system and considering finite-size effects confirms the feasibility of CVQKD as a plug-and-play solution for typical 80–100 km long-haul optical networks. Our results set a record distance for CVQKD, showing its potential for cost-effective, large-scale deployment in existing network infrastructure. |
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| Security Analysis and Implementation of Finite-Size Multi-User CV-QKD with Discrete Modulation | QCRYPT 2025 | Florian Kanitschar, Adnan A.E. Hajomer, Michael Hentschel, Christoph Pacher |
The conventional point-to-point setting of a Quantum Key Distribution (QKD) protocol typically considers two directly connected remote parties that aim to establish secret keys. This work proposes a natural generalization of a well-established point-to-point discrete-modulated continuous-variable (CV) QKD protocol to the point-to-multipoint setting. We explore four different trust levels among the communicating parties and provide secure key rates for the loss-only channel and the lossy & noisy channel both in the asymptotic limit and in the finite-size regime. We experimentally demonstrate the feasibility of our protocols in an access network topology with 10 km-long access links, achieving a key rate of $7.09 \times 10^{-3}$ bits per symbol or of 0.866 Mbit/s. Our study shows that discrete-modulated CV-QKD is a suitable candidate to connect several dozens of users in a point-to-multipoint network, achieving high rates at a reduced cost, using off-the-shelf components employed in modern communication infrastructure. |
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| Experimental of multi-user continuous-variable quantum key distribution | QCRYPT 2024 | Adnan A.E. Hajomer, Ivan Derkach, Radim Filip, Ulrik Lund Andersen, Vladyslav C.Usenko |
We report the experimental demonstration of multi-user continuous-variable quantum key distribution based on a passive optical network (QPON) that supports se- cure key generation for 5 users simultaneously. This is achieved considering practical PON topology with an 11 km span of access links. |
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| Squeezed state continuous-variable quantum key distribution over 40 km fibre with local local oscillator | QCRYPT 2024 | Huy Nguyen, Ivan Derkach, Hou-Man Chin, Adnan A.E. Hajomer, Nitin Jain, Ulrik Lund Andersen, Vladyslav Usenko |
Squeezed states of light promise significant advantages for enhancing the performance of continuous-variable quantum key distribution (CV-QKD) systems. These advantages include the ability to reach longer distances, tolerate higher levels of excess noise, and operate at lower information reconciliation efficiency. So far those advantages were only predicted in theory. In this work, we experimentally demonstrate a CV-QKD system over 40 km fibre using squeezed light achieving a secret key rate of 0.0318 bits per channel use, surpassing the equivalent coherent state system. Similar to state-of-the-art coherent state QKD systems our system employs digital signal processing for impairment compensation eliminating the need for complex locking mechanisms and enhancing its suitability for practical implementations. |
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| Continuous-variable quantum passive optical network | QCRYPT 2024 | Ivan Derkach, Adnan A.E. Hajomer, Radim Filip, Ulrik Lund Andersen, Vladyslav Usenko |
We develop a novel multi-user protocol and report the first continuous-variable quantum passive optical network (CV-QPON), that supports secure key generation for eight users simultaneously. This is achieved considering practical PON topology with an 11 km span of access links. Depending on the trust assumptions about users we reach 1.5 Mbits/s and 2.1 Mbits/s of total network key generation. Novel CV-QPON protocol exploits the multi-user nature of the network allowing to extend the network size and enhance individual keys, thus offering a pathway toward establishing low-cost, high-rate, and scalable quantum access networks using standard telecom technologies that directly benefits from the existing access network infrastructure. |
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| Composable CVQKD over 20 km with a 10 kHz local local oscillator laser | QCRYPT 2024 | Hou Man Chin, Ulrik Lund Andersen |
We present the results of our experimental polarisation diverse continuous variable quantum key distribution system operating over 20km SMF at 100 Mbaud, implemented using a 10 kHz laser as a free running local oscillator. A composable finite size key is achieved with 200 million states. |
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| Continuous-variable quantum passive optical networks | TQC 2024 | Ivan Derkach, Adnan A.E. Hajomer, Radim Filip, Ulrik Lund Andersen, Vladyslav Usenko |
| Long-distance continuous-variable quantum key distribution over 100 km fiber with local local oscillator | QCRYPT 2023 | Adnan A.E. Hajomer, Ivan Derkach, Nitin Jain, Hou-Man Chin, Ulrik Lund Andersen |
Quantum key distribution (QKD) enables two remote parties to share encryption keys with security based on physical laws. Continuous variable (CV) QKD based on coherent states and coherent detection is a suitable scheme for integration into existing telecom networks. However, thus far, long-distance CV-QKD has only been demonstrated using a highly complex transmitted local oscillator scheme, opening security loopholes for eavesdroppers and limiting its potential applications. Here, we report a long-distance CV-QKD experiment with a locally generated local oscillator over a 100 km fiber channel. This record-breaking distance is enabled by controlling the phase-noise component of excess noise, using a machine-learning framework for carrier recovery and optimizing the modulation variance. We consider the full CV-QKD protocol implementation and demonstrate the generation of keys secure against collective attacks in asymptotic and finite-size regimes. Our results set an essential milestone for CV quantum access networks realization, where a high loss budget is required, and pave the way for large-scale deployment of secure QK. |
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| Experimental investigation of residual phase impact on CV-QKD | QCRYPT 2023 | Hou-Man Chin, Ulrik Lund Andersen |
This work experimentally investigates the impact of residual phase noise on CVQKD systems using phase profiles obtained through simulated Wiener phase processes and experimental measurements, and compares the experimental measurements to the theoretical calculation. |
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| Real-world data encryption with continuous-variable measurement device-independent quantum key distribution | QCRYPT 2023 | Adnan A.E. Hajomer, Ulrik Lund Andersen |
Measurement-device-independent (MDI) QKD removes all side-channel attacks on detectors. Continuous variable (CV) MDI-QKD based on coherent states is a promising candidate for integration into existing telecom infrastructure. Despite previous demonstrations of the concept and the potential for secure communication offered by CV MDI-QKD, a practical implementation of the system for real-world data encryption has yet to be achieved. Here, we introduce a simple and practical CV MDI-QKD system that can coexist with classical telecommunications channels. This is achieved through the use of a new relay structure, a real-time phase locking system and a well-designed digital signal-processing pipeline. Our design demonstrates the first practical CV MDI-QKD system, operating at a symbol rate of 20 MBaud and generating keys that are secure against collective attacks in both the finite-size and asymptotic regimes. This sets an important milestone towards in-field implementation and integration of high-performance CV MDI-QKD into telecom networks. |
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| Feasibility of distributing composable keys with discrete-modulated continuous variable quantum cryptography | QCRYPT 2023 | Nitin Jain, Florian Kanitschar, Adnan A.E. Hajomer, Ulrik Lund Andersen, Christoph Pacher |
Advances in the security analysis of continuous-variable quantum key distribution (CVQKD) protocols with true discrete modulation aim to unlock the same performance as that obtained from `traditional' protocols based on Gaussian modulation. We report a CVQKD experiment using 4 states that utilizes a composable security proof to generate a secret key fraction of $5.6 \times 10^{-3}$ bits/symbol over 10 km channel, while providing security against collective attacks. |
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| Quantum Randomness from Untrusted Light Using a Single Photodiode | QCRYPT 2023 | Runjia Zhang, Bradley Longstaff, Kieran Wilkinson, Jonatan Bohr Brask |
Measurements in quantum physics are inherently random. Moreover, it is possible to certify quantum randomness from systems that are only partially characterized by the user. Here, we propose a simple quantum random number generator (QRNG) that requires only a single photodiode and one laser. We trust only the quantum efficiency of the photodiode and the characterization of the detector, leaving the laser in control of the eavesdropper. Such a QRNG is source-device-independent and its optical setup is among the simplest setups achieving source-device independence. |
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| Continuous variable quantum key distribution with squeezed light | QCRYPT 2022 | Huy Nguyen, Casper Breum, Adnan A.E. Hajomer, Akash Nag Oruganti, Ivan Derkach, Vladyslav Usenko, Nitin Jain, Iyad Suleiman, Jonas S. Neergaard-Nielsen, Ulrik Lund Andersen |
| Modulation leakage-free continuous-variable quantum key distribution | QCRYPT 2022 | Adnan A.E. Hajomer, Nitin Jain, Hossein Mani, Hou-Man Chin, Ulrik Lund Andersen |
| Machine learning based joint phase and polarization equalization for CV-QKD | QCRYPT 2022 | Hou-Man Chin, Adnan Adil Hajomer, Nitin Jain, Ulrik Lund Andersen |
| Clock recovery for a CV-QKD system | QCRYPT 2021 | Hou-Man Chin, Nitin Jain, Ulrik Lund Andersen, Darko Zibar |
This work experimentally investigates a clock recovery algorithm’s performance for a gaussian modulated CV-QKD system operating over 20km of fibre using a frequency multiplexed classical signal. |
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| Code efficiency, frame error rate and secure key rate | QCRYPT 2021 | Hossein Mani, Ulrik Lund Andersen, Bernhard Ömer, Christoph Pacher |
See the short abstract in the attached file. In this poster, we present the finite length efficiency of some of our codes and show how it can improve the secret key rate. For this, the FER performance of some of these codes is plotted versus the efficiency and then we plot the secret key rate versus distance by replacing our codes with other existing codes in the literature. |
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| Two MET-LDPC codes designed for long distance CV-QKD | QCRYPT 2020 | Hossein Mani, Bernhard Ömer, Ulrik Lund Andersen, Christoph Pacher |
Here in this poster we present two new MET-LDPC codes designed for rates 0.02 and 0.01 with even higher efficiency: β = 99.2% and β = 98.7% , respectively. We will present simulation results to demonstrate their performance. The presented codes can be used by different reconciliation strategies to increase the distance of CV-QKD. |
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| Algorithmic Approach to Design Highly Efficient MET-LDPC Codes with Cascade Structure | QCRYPT 2019 | Hossein Mani, Christoph Pacher, Ulrik Lund Andersen |
| Experimental demonstration of machine learning aided carrier phase recovery for CV-QKD | QCRYPT 2019 | Hou-Man Chin, Nitin Jain, Darko Zibar, Ulrik Lund Andersen |
| A quantum random number generator based on vacuum fluctuations with security against quantum side-information | QCRYPT 2019 | Cosmo Lupo, Arne Kordts, Dino Solar Nikolic, Nitin Jain, Stefano Pirandola, Thomas Brochmann Pedersen, Ulrik Lund Andersen |
| An Approximation Method for Analysis and Design of Multi-Edge Type LDPC Codes | QCRYPT 2018 | Hossein Mani, Christoph Pacher, Ulrik Lund Andersen |
| Highly flexible continuous-variable quantum cryptographic transmitter using pilot tones and integrated quantum random number generator | QCRYPT 2018 | Nitin Jain, Hou-Man Chin, Dino Solar Nikolic, Arne Kordts, Darko Zibar, Ulrik Lund Andersen |
| Experimental Continuous-Variable Oblivious Transfer | QCRYPT 2017 | Fabian Furrer, Christian Schaffner, Christoph Pacher, Roman Schnabel, Stephanie Wehner |
| Investigating feasibility of broadband continuous variable quantum key distribution in telecom fibers with local local oscillator | QCRYPT 2017 | Nitin Jain, Christian S. Jacobsen, Dino Solar Nikolic, Arne Kordts, Cosmo Lupo, Ruben Grigoryan, Ulrik Lund Andersen, Thomas Brochmann Pedersen, Stefano Pirandola |
| Entropy source evaluation of a vacuum fluctuation based quantum random number generator | QCRYPT 2017 | Arne Kordts, Dino Solar Nikolic, Ulrik Lund Andersen, Cosmo Lupo, Thomas Brochmann Pedersen |
| Single Quadrature Continuous Variable Quantum Key Distribution with a Local Local Oscillator | QCRYPT 2016 | Timur Iskhakov, Christian S. Jacobsen, Mikkel Pedersen, Ulrik Lund Andersen |
| Efficient Information Reconciliation for Continuous-Variable QKD using Non-Binary Low-Density Parity-Check Codes | QCRYPT 2015 | Christoph Pacher, Jesus Martinez-Mateo, Jörg Duhme, Fabian Furrer, Vitus Händchen, Reinhard Werner, Roman Schnabel |
| High-rate measurement-device-independent quantum cryptography | QCRYPT 2015 | Stefano Pirandola, Carlo Ottaviani, Gaetana Spedalieri, Christian Weedbrook, Samuel L. Braunstein, Seth Lloyd, Christian Scheffmann Jacobsen, Ulrik Lund Andersen |
| Experimental Realization of Continuous-Variable Quantum Key Distribution with Composable Security against General Attacks | QCRYPT 2014 | Vitus Händchen, Fabian Furrer, Jörg Duhme, Christoph Pacher, Reinhard Werner, Roman Schnabel |
| Reconciliation for Continuous Variable Quantum Key Distribution With Non-Binary LDPC Codes | QCRYPT 2014 | Christoph Pacher, Jörg Duhme, Vitus Händchen, Reinhard Werner, Fabian Furrer |
| Quantum Key Distribution on Hanover Campus: Experiment | QCRYPT 2011 | Vitus Händchen, Jörg Duhme, Torsten Franz, Reinhard Werner, Roman Schnabel |
Committee service
| Conference | Committee | Position | Title |
|---|---|---|---|
| QCRYPT 2025 | program | member | — |
| QCRYPT 2023 | program | member | — |
| QCRYPT 2022 | program | member | — |
| QCRYPT 2021 | program | chair | — |
| QCRYPT 2018 | program | member | — |
Collaborators
| Co-author | Joint talks |
|---|---|
| Ulrik Lund Andersen | 31 |
| Nitin Jain | 15 |
| Adnan A.E. Hajomer | 13 |
| Christoph Pacher | 11 |
| Hou-Man Chin | 10 |
| Ivan Derkach | 9 |
| Cosmo Lupo | 6 |
| Dino Solar Nikolic | 6 |
| Hossein Mani | 6 |
| Arne Kordts | 5 |
| Fabian Furrer | 5 |
| Jörg Duhme | 5 |
| Reinhard Werner | 5 |
| Roman Schnabel | 5 |
| Stefano Pirandola | 5 |
| Vitus Händchen | 5 |
| Vladyslav Usenko | 5 |
| Darko Zibar | 4 |
| Thomas Brochmann Pedersen | 4 |
| Christian S. Jacobsen | 3 |