Search Results - "Osán, T M"

Dynamics of the field-induced formation of hexagonal zipped-chain superstructures in magnetic colloids by Heinrich, D, Goñi, A R, Smessaert, A, Klapp, S H L, Cerioni, L M C, Osán, T M, Pusiol, D J, Thomsen, C

“…Combining nuclear magnetic resonance and molecular dynamics simulations, we unravel the long-time dynamics of a paradigmatic colloid with strong dipole-dipole…”
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Effects of magnetic field gradients on the aggregation dynamics of colloidal magnetic nanoparticles by Heinrich, D, Goñi, A R, Osán, T M, Cerioni, L M C, Smessaert, A, Klapp, S H L, Faraudo, J, Pusiol, D J, Thomsen, C

“…We have used low-field (1)H nuclear-magnetic resonance (NMR) spectroscopy and molecular dynamics (MD) to investigate the aggregation dynamics of magnetic…”
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Generalized approach to quantify correlations in bipartite quantum systems by Bussandri, D. G., Majtey, A. P., Lamberti, P. W., Osán, T. M.

“…In this work, we developed a general approach to the problem of detecting and quantifying different types of correlations in bipartite quantum systems. Our…”
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Problem of quantifying quantum correlations with non-commutative discord by Majtey, A. P., Bussandri, D. G., Osán, T. M., Lamberti, P. W., Valdés-Hernández, A.

“…In this work we analyze a non-commutativity measure of quantum correlations recently proposed by Guo (Sci Rep 6:25241, 2016 ). By resorting to a systematic…”
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Fast measurements of average flow velocity by Low-Field 1H NMR by Osán, T.M., Ollé, J.M., Carpinella, M., Cerioni, L.M.C., Pusiol, D.J., Appel, M., Freeman, J., Espejo, I.

“…In this paper, we describe a method for measuring the average flow velocity of a sample by means of Nuclear Magnetic Resonance. This method is based on the…”
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Quantum metrics based upon classical Jensen–Shannon divergence by Osán, T.M., Bussandri, D.G., Lamberti, P.W.

“…Jensen–Shannon divergence is an important distinguishability measure between probability distributions that finds interesting applications within the context…”
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Revisiting the behavior of quantum correlations under nondissipative decoherence by means of the correlation matrix by Bussandri, D.G., Osán, T.M., Majtey, A.P., Lamberti, P.W.

“…The main aim of this work is to investigate the relation between the freezing of Quantum Discord and the behavior of the actual quantum correlations present in…”
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Noise-resilient multi-frequency surface sensor for nuclear quadrupole resonance by Peshkovsky, A.S., Cattena, C.J., Cerioni, L.M., Osán, T.M., Forguez, J.G., Peresson, W.J., Pusiol, D.J.

“…A planar nuclear quadrupole resonance (NQR) sensor has been developed. The sensor is resilient to environmental noise and is capable of simultaneous…”
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Behavior of quantum correlations under nondissipative decoherence by means of the correlation matrix by Bussandri, D. G, Osán, T. M, Majtey, A. P, Lamberti, P. W

“…In this paper we use the Fano representation of two-qubit states from which we can identify a correlation matrix containing the information about the classical…”
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Generalized approach to quantify correlations in bipartite quantum systems by Bussandri, D. G, Majtey, A. P, Lamberti, P. W, Osán, T. M

“…Quantum Inf Process (2019) 18: 57 In this work we developed a general approach to the problem of detecting and quantifying different kind of correlations in…”
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Problem of quantifying quantum correlations with non-commutative discord by Majtey, A. P, Bussandri, D, Osán, T. M, Lamberti, P. W, Valdés-Hernández, A

“…Quantum Inf Process (2017) 16:226 In this work we analyze a non-commutativity measure of quantum correlations recently proposed by Y. Guo [Sci. Rep. 6, 25241…”
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A geometric formulation of uncertainty principle by Bosyk, G. M, Osán, T. M, Lamberti, P. W, Portesi, M

“…A geometric approach to formulate the uncertainty principle between quantum observables acting on an $N$-dimensional Hilbert space is proposed. We consider the…”
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Geometric approach to extend Landau-Pollak uncertainty relations for positive operator-valued measures by Bosyk, G. M, Zozor, S, Portesi, M, Osán, T. M, Lamberti, P. W

“…We provide a twofold extension of Landau--Pollak uncertainty relations for mixed quantum states and for positive operator-valued measures, by recourse to…”
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Geometric formulation of the uncertainty principle by Bosyk, G. M., Osán, T. M., Lamberti, P. W., Portesi, M.

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Geometric approach to extend Landau-Pollak uncertainty relations for positive operator-valued measures by Bosyk, G. M., Zozor, S., Portesi, M., Osán, T. M., Lamberti, P. W.

“…We provide a twofold extension of Landau-Pollak uncertainty relations for mixed quantum states and for positive operator valued measures, by recourse to…”
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Three-dimensional high-inductance birdcage coil for NQR applications by Peshkovsky, A.S., Cerioni, L., Osan, T.M., Avdievich, N.I., Pusiol, D.J.

“…A birdcage coil capable of operating simultaneously and independently in three orthogonal dimensions has been developed. A co-rotational end-ring mode…”
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