Search Results - "PULVIRENTI, M"

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  1. 1

    The Boltzmann–Grad limit of a hard sphere system: analysis of the correlation error by Pulvirenti, M., Simonella, S.

    Published in Inventiones mathematicae (01-03-2017)
    “…We present a quantitative analysis of the Boltzmann–Grad (low-density) limit of a hard sphere system. We introduce and study a set of functions, the…”
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  2. 2

    Macroscopic Description of Microscopically Strongly Inhomogenous Systems: A Mathematical Basis for the Synthesis of Higher Gradients Metamaterials by Carcaterra, A., dell’Isola, F., Esposito, R., Pulvirenti, M.

    “…We consider the time evolution of a one dimensional n -gradient continuum. Our aim is to construct and analyze discrete approximations in terms of physically…”
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  3. 3

    PROPAGATION OF CHAOS FOR TOPOLOGICAL INTERACTIONS by Degond, P., Pulvirenti, M.

    Published in The Annals of applied probability (01-08-2019)
    “…We consider a N-particle model describing an alignment mechanism due to a topological interaction among the agents. We show that the kinetic equation, expected…”
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  4. 4

    A Diffusion Limit for a Test Particle in a Random Distribution of Scatterers by Basile, G., Nota, A., Pulvirenti, M.

    Published in Journal of statistical physics (01-06-2014)
    “…We consider a point particle moving in a random distribution of obstacles described by a potential barrier. We show that, in a weak-coupling regime, under a…”
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  5. 5

    On the Attractive Plasma-Charge System in 2-d by Caprino, S., Marchioro, C., Miot, E., Pulvirenti, M.

    “…We study a positively charged Vlasov-Poisson plasma in which N negative point charges are immersed. The attractiveness of the system forces us to consider a…”
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  6. 6

    From the N-body Schrödinger Equation to the Quantum Boltzmann Equation: a Term-by-Term Convergence Result in the Weak Coupling Regime by Benedetto, D., Castella, F., Esposito, R., Pulvirenti, M.

    Published in Communications in mathematical physics (01-01-2008)
    “…In this paper we analyze the asymptotic dynamics of a system of N quantum particles, in a weak coupling regime. Particles are assumed statistically independent…”
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  7. 7

    A Focus Group Study of Predictors of Relapse in Electronic Gaming Machine Problem Gambling, Part 1: Factors that ‘Push’ Towards Relapse by Oakes, J., Pols, R., Battersby, M., Lawn, S., Pulvirenti, M., Smith, D.

    Published in Journal of gambling studies (01-09-2012)
    “…This study aimed to develop an empirically based description of relapse in Electronic Gaming Machine problem gambling. In this paper the authors describe part…”
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  8. 8

    Approach to equilibrium in a microscopic model of friction by CAPRINO, S, MARCHIORO, C, PULVIRENTI, M

    Published in Communications in mathematical physics (01-05-2006)
    “…We consider the time evolution of a disk under the action of a constant force and interacting with a free gas in the mean-field approximation. Letting V0>0 be…”
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  9. 9

    A Focus Group Study of Predictors of Relapse in Electronic Gaming Machine Problem Gambling, Part 2: Factors that ‘Pull’ the Gambler Away from Relapse by Oakes, J., Pols, R., Battersby, M., Lawn, S., Pulvirenti, M., Smith, D.

    Published in Journal of gambling studies (01-09-2012)
    “…This study aimed to develop an empirically based description of relapse in Electronic Gaming Machine (EGM) problem gambling (PG) by describing the processes…”
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  10. 10

    On a Constrained 2-D Navier-Stokes Equation by Caglioti, E., Pulvirenti, M., Rousset, F.

    “…The planar Navier-Stokes equation exhibits, in absence of external forces, a trivial asymptotics in time. Nevertheless the appearence of coherent structures…”
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  11. 11

    Strategies and perspectives for genetic improvement of wine yeasts by Giudici, Paolo, Solieri, Lisa, Pulvirenti, Andrea M, Cassanelli, Stefano

    Published in Applied microbiology and biotechnology (01-03-2005)
    “…Recent developments in expression profile and proteomic techniques illustrated that the main oenological traits of wine yeasts are complex and influenced by…”
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    Fasting insulin and uric acid levels but not indices of iron metabolism are independent predictors of non-alcoholic fatty liver disease. A case-control study by Lonardo, A., Loria, P., Leonardi, F., Borsatti, A., Neri, P., Pulvirenti, M., Verrone, A.M., Bagni, A., Bertolotti, M., Ganazzi, D., Carulli, N.

    Published in Digestive and liver disease (01-03-2002)
    “…Background. Non-alcoholic fatty liver disease is a common reason for hepatological consultation and may herald severe hepatic and extra-hepatic disease. The…”
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  16. 16

    Some considerations on the derivation of the nonlinear quantum boltzmann equation II : The low density regime by BENEDETTO, D, CASTELLA, F, ESPOSITO, R, PULVIRENTI, M

    Published in Journal of statistical physics (2006)
    “…In this paper we analyse the asymptotic dynamics of a system of N identical quantum particles in a low-density regime. Our approach follows the strategy…”
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  17. 17

    Fatty liver in heterozygous hypobetalipoproteinemia caused by a novel truncated form of apolipoprotein B by Tarugi, P, Lonardo, A, Ballarini, G, Grisendi, A, Pulvirenti, M, Bagni, A, Calandra, S

    Published in Gastroenterology (New York, N.Y. 1943) (01-10-1996)
    “…Fatty liver has been anecdotally associated with heterozygous hypobetalipoproteinemia. The aim of this study was to characterize the molecular defect in a…”
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  18. 18

    ON THE TWO-DIMENSIONAL VLASOV-HELMHOLTZ EQUATION WITH INFINITE MASS by Caprino, S., Marchioro, C., Pulvirenti, M.

    “…We prove existence and uniqueness of the solutions to the Vlasov-Helmholtz equation in two dimensions in the case of unbounded mass…”
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  19. 19

    The Vlasov equation with infinite mass by CAGLIOTI, E, CAPRINO, S, MARCHIORO, C, PULVIRENTI, M

    “…We show existence and uniqueness for the solutions to the Vlasov equation for a positive, smooth and short-range potential, in the case of unbounded…”
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  20. 20

    From Particle Systems to the Landau Equation: A Consistency Result by Boblylev, A. V., Pulvirenti, M., Saffirio, C.

    Published in Communications in mathematical physics (01-05-2013)
    “…We consider a system of N classical particles, interacting via a smooth, short-range potential, in a weak-coupling regime. This means that N tends to infinity…”
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