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- Optimal N-to-M cloning of conjugate quantum variables N. J. Cerf1,2
- Quantum extension of conditional probability N. J. Cerf1,2
- Quantum Cloning of a Coherent Light State into an Atomic Quantum Memory Jaromir Fiurasek,1,2
- Non-Gaussian Cloning of Quantum Coherent States is Optimal N. J. Cerf,1
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- Unitary-gate synthesis for continuous-variable systems Jaromir Fiurasek
- Extending Hudson's theorem to mixed quantum states A. Mandilara,1,2
- Quantum optical coherence can survive photon losses using a continuous-variable quantum
- however, their main quality --that they travel at the speed of light --is an incon-
- Quantum de Finetti theorem in phase-space representation Anthony Leverrier
- VOLUME 84, NUMBER 19 P H Y S I C A L R E V I E W L E T T E R S 8 MAY 2000 Pauli Cloning of a Quantum Bit
- Extremal quantum cloning machines G. Chiribella, G. M. D'Ariano,* and P. Perinotti
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- Classical simulation of quantum entanglement without local hidden variables Serge Massar,1
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- Tripartite entanglement in parametric down-conversion with spatially structured pump
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- Reduction criterion for separability N. J. Cerf,1,2
- Pulsed squeezed vacuum measurements without homodyning Jrme Wenger,1
- Quantum-circuit model of Hamiltonian search algorithms Jeremie Roland and Nicolas J. Cerf
- Information-theoretic interpretation of quantum error-correcting codes Nicolas J. Cerf1,2
- Separating the Classical and Quantum Information via Quantum Cloning F. Sciarrino,1
- Quantum cloning of orthogonal qubits J. Fiurasek,1
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- Reduced randomness in quantum cryptography with sequences of qubits encoded in the same basis
- Classical simulation of traceless binary observables on any bipartite quantum state Julien Degorre,1,2
- Economical quantum cloning in any dimension Thomas Durt,1
- Optical simulation of quantum logic N. J. Cerf,1
- Generalized quantum search with parallelism Robert M. Gingrich,1
- Noise resistance of adiabatic quantum computation using random matrix theory Jrmie Roland and Nicolas J. Cerf
- Simulating Maximal Quantum Entanglement without Communication Centre for Quantum Information and Communication, Ecole Polytechnique, CP 165/59, Universite Libre de Bruxelles,
- Experimental Implementation of Non-Gaussian Attacks on a Continuous-Variable Quantum-Key-Distribution System
- Superiority of Entangled Measurements over All Local Strategies for the Estimation of Product Coherent States
- Quantum water-filling solution for the capacity of Gaussian information channels
- RAPID COMMUNICATIONS PHYSICAL REVIEW A 81, 010302(R) (2010)
- Tests of multimode quantum nonlocality with homodyne measurements Antonio Acn,1
- No-Go Theorem for Gaussian Quantum Error Correction Julien Niset,1
- Transitions in the Communication Capacity of Dissipative Qubit Channels QuIC, Ecole Polytechnique, Universite Libre de Bruxelles, 1050 Brussels, Belgium
- Capacity of a bosonic memory channel with Gauss-Markov noise Joachim Schfer, David Daems, and Evgueni Karpov
- The security of practical quantum key distribution Valerio Scarani
- Quantum Information and Computation, Vol. 8, No. 1&2 (2008) 00680081 c Rinton Press
- Experimentally Feasible Quantum Erasure-Correcting Code for Continuous Variables U. L. Andersen,2,3
- Optimal multicopy asymmetric Gaussian cloning of coherent states Jaromr Fiursek1
- Tight bounds on the concurrence of quantum superpositions J. Niset and N. J. Cerf
- Adiabatic Quantum Search Scheme With Atoms In a Cavity Driven by Lasers D. Daems1,* and S. Guerin2,
- Quantum key distribution over 25 km with an all-fiber continuous-variable system Jrme Lodewyck,1,2
- Tight bounds on the eavesdropping of a continuous-variable quantum cryptographic protocol with no basis switching
- Entanglement-enhanced transmission of classical information in Pauli channels with memory: Exact solution
- Multipartite nonlocality without entanglement in many dimensions J. Niset and N. J. Cerf
- Open Sys. & Information Dyn. (2006)13: 363372 Entanglement May Enhance Channel Capacity
- Loophole-free test of quantum nonlocality using high-efficiency homodyne detectors Ral Garca-Patrn,1
- Conditional generation of arbitrary single-mode quantum states of light by repeated photon subtractions
- Cloning quantum entanglement in arbitrary dimensions E. Karpov, P. Navez, and N. J. Cerf
- Multipartite asymmetric quantum cloning S. Iblisdir,1
- 394 IEEE TRANSACTIONS ON INFORMATION THEORY, VOL. 50, NO. 2, FEBRUARY 2004 shown that the product of redundancy and square root of LFSW of max-
- Experimental Purification of Single Qubits F. De Martini,1
- How to Measure Squeezing and Entanglement of Gaussian States without Homodyning Jaromir Fiurasek1,2
- Optimal probabilistic cloning and purification of quantum states Jaromr Fiursek1,2
- Proposal for a Loophole-Free Bell Test Using Homodyne Detection R. Garcia-Patron,1
- On Minimum Entropy Graph Colorings Jean Cardinal, Samuel Fiorini and Gilles Van Assche
- Proposal for loophole-free Bell test using homodyne detection R. Garca-Patrn
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- Fortschr. Phys. 51, No. 23, 117 121 (2003) / DOI 10.1002/prop.200310013 Quantum cloning of orthogonal qubits
- Cloning a real d-dimensional quantum state on the edge of the no-signaling condition Patrick Navez and Nicolas J. Cerf
- Adiabatic quantum search algorithm for structured problems Jeremie Roland and Nicolas J. Cerf
- Conditional generation of arbitrary multimode entangled states of light with linear optics J. Fiurasek,1,2
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- Linear optics and projective measurements alone suffice to create large-photon-number path entanglement
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- Cloning a qutrit NICOLAS J. CERF
- Multipartite classical and quantum secrecy monotones N. J. Cerf,1
- Bell inequalities resistant to detector inefficiency Serge Massar,1,2
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- ISIT 2002, Lausanne, Switzerland, June 30 July 5, 2002 Joint Entropy-Constrained Multiterminal Quantization
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- Nested quantum search and structured problems Nicolas J. Cerf,1,2,3
- Asym m e tric qu an tu m c lon in g in an y d im e n sion NICOLAS J. CERF
- VOLUME 85, NUMBER 8 P H Y S I C A L R E V I E W L E T T E R S 21 AUGUST 2000 Cloning of Continuous Quantum Variables
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- CLASSICAL CAPACITY OF A BOSONIC MEMORY CHANNEL WITH GAUSS-MARKOV NOISE
- Fiber-Optics Implementation of the Deutsch-Jozsa and Bernstein-Vazirani Quantum Algorithms with Three Qubits
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- von Neumann capacity of noisy quantum channels C. Adami1,2,3
- Secure coherent-state quantum key distribution protocols with efficient reconciliation G. Van Assche,1,
- Greenberger-Horne-Zeilinger Paradoxes for Many Qudits Nicolas J. Cerf,1
- Entanglement-enhanced classical capacity of quantum communication channels with memory in arbitrary dimensions
- Frequency down-conversion through Bose condensation of light Patrick Navez
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- Analog Grover search by adiabatic passage in a cavity-laser-atom system QuIC, Ecole Polytechnique, Universit Libre de Bruxelles, 1050 Bruxelles, Belgium
- Experimental Error Filtration for Quantum Communication Over Highly Noisy Channels L.-P. Lamoureux,1
- ITW2003, Paris, France, March 31 April 4, 2003 Construction of a Shared Secret Key Using Continuous Variables
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- Provably Secure Experimental Quantum Bit-String Generation L. P. Lamoureux,1
- Quantum distribution of Gaussian keys using squeezed states N. J. Cerf,1,2
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- Unconditional Optimality of Gaussian Attacks against Continuous-Variable Quantum Key Distribution
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- From quantum cloning to quantum key distribution with continuous variables: a review
- Quantum entanglement enhances the capacity of bosonic channels with memory Nicolas J. Cerf,1
- Quantum search by parallel eigenvalue adiabatic passage D. Daems,1,* S. Gurin,2,
- Security of Quantum Key Distribution with Coherent States and Homodyne Detection S. Iblisdir, G. Van Assche, and N. J. Cerf
- Continuous-Variable Quantum Key Distribution Protocols Over Noisy Channels Raul Garcia-Patron1,2
- Security of quantum key distribution with entangled qutrits Thomas Durt,1
- Continuous-Variable Quantum Cryptography is Secure against Non-Gaussian Attacks Frederic Grosshans and Nicolas J. Cerf
- PHYSICAL REVIEW A 84, 032318 (2011) Gaussian capacity of the quantum bosonic memory channel with additive correlated Gaussian noise
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- Uncertainty, Entropy and non-Gaussianity for mixed states Aikaterini Mandilara, Evgueni Karpov and Nicolas J. Cerf
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