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Items where Author is "Gisin, Nicolas "

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Froewis, Florian and Fadel, Matteo and Treutlein, Philipp and Gisin, Nicolas and Brunner, Nicolas. (2019) Does large quantum Fisher information imply Bell correlations? Physical Review A, 99 (4). 040101.

Fröwis, Florian and Sekatski, Pavel and Dur, Wolfgang and Gisin, Nicolas and Sangouard, Nicolas. (2018) Macroscopic quantum states: Measures, fragility, and implementations. Reviews of Modern Physics, 90. 025004.

Tiranov, Alexey and Lavoie, Jonathan and Strassmann, Peter C. and Sangouard, Nicolas and Afzelius, Mikael and Bussi`eres, F`elix and Gisin, Nicolas. (2016) Demonstration of Light-Matter Micro-Macro Quantum Correlations. Physical Review Letters, 116 (19). p. 190502.

Bruno, Natalia and Pini, Vittorio and Martin, Anthony and Verma, Varun B. and Nam, Sae Woo and Mirin, Richard and Lita, Adriana and Marsili, Francesco and Korzh, Boris and Bussières, Felix and Sangouard, Nicolas and Zbinden, Hugo and Gisin, Nicolas and Thew, Rob . (2016) Heralded amplification of photonic qubits. Optics express, 24 (1). pp. 125-133.

Fröwis, Florian and Schmied, Roman and Gisin, Nicolas. (2015) Tighter quantum uncertainty relations following from a general probabilistic bound. Physical Review A , 92 (1). 012102.

Galland, Christophe and Sangouard, Nicolas and Piro, Nicolas and Gisin, Nicolas and Kippenberg, Tobias J.. (2014) Heralded Single-Phonon Preparation, Storage, and Readout in Cavity Optomechanics. Physical Review Letters, 112. p. 143602.

Sekatski, Pavel and Gisin, Nicolas and Sangouard, Nicolas. (2014) How Difficult Is It to Prove the Quantumness of Macroscropic States? Physical review letters, Vol. 113, H. 9 , 090403.

Sekatski, Pavel and Sangouard, Nicolas and Gisin, Nicolas. (2014) Size of quantum superpositions as measured with classical detectors. Phys. Rev. A, 89. 012116.

Ho, Melvyn and Morin, Olivier and Bancal, Jean-Daniel and Gisin, Nicolas and Sangouard, Nicolas and Laurat, Julien. (2014) Witnessing single-photon entanglement with local homodyne measurements : analytical bounds and robustness to losses. New journal of physics, Vol. 16 , 103035.

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