SISSA Open Science

Browsing SISSA Preprints by Title

Browsing SISSA Preprints by Title

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  • Bressan, Alberto; Fonte, Massimo (2005)
    In this paper we construct a global, continuous flow of solutions to the Camassa-Holm equation on the entire space H1. Our solutions are conservative, in the sense that the total energy int[(u2 + u2x) dx] remains a.e. ...
  • Alouges, Francois; DeSimone, Antonio; Heltai, Luca; Lefebvre, Aline; Merlet, Benoit (2010-07-29)
    We study self propelled stokesian robots composed of assemblies of balls, in dimen- sions 2 and 3, and prove that they are able to control their position and orientation. This is a result of controllability, and its proof ...
  • Wulzer, Andrea (2005)
    A very general class of resolved versions of the C/ZN, T 2/ZN and S1/Z2 orbifolds is considered and the free theory of 6D chiral fermions studied on it. As the orbifold limit is taken, localized 4D chiral massless fermions ...
  • Zhao Jian (SISSA, 2011-11-30)
    We study the nonabelian vortex counting problem on $\mathbb{C}/\mathbb{Z}_p$. At first we calculate vortex partition functions on the orbifold space using localization techniques, then we find how to extract orbifold vortex ...
  • Delfino, Gesualdo (2007-05-15)
    The scaling limit of the two-dimensional Ising model in the plane of temperature and magnetic field defines a field theory which provides the simplest illustration of non-trivial phenomena such as spontaneous symmetry ...
  • Fonda, Alessandro; Sfecci, Andrea (SISSA, 2012-04)
    We prove the existence of a periodic solution to a nonlinear impact oscillator, whose restoring force has an asymptotically linear behavior. To this aim, after regularizing the problem, we use phase-plane analysis, and ...
  • Baldi, Pietro (2007-03-01)
    We consider Kirchhoff equations for vibrating strings and elastic membranes under the action of an external forcing of period 2pi / omega and small amplitude epsilon. We prove existence, regularity and local uniqueness of ...
  • Fonda, Alessandro; Klun, Giuliano; Sfecci, Andrea (2019-09-12)
    We prove the existence of periodic solutions of some infinite-dimensional nearly integrable Hamiltonian systems, bifurcating from infinite-dimensional tori, by the use of a generalization of the Poincaré–Birkhoff Theorem.
  • Fonda, Alessandro; Klun, Giuliano; Sfecci, Andrea (SISSA, 2020-05)
    We prove the existence of periodic solutions of some infinite-dimensional systems by the use of the lower/upper solutions method. Both the well-ordered and non-well-ordered cases are treated, thus generalizing to systems ...
  • Fonda, Alessandro; Gidoni, Paolo (2013-06-11)
    We provide a necessary and sufficient condition for permanence related to a local dynamical system on a suitable topological space. We then present an illustrative application to a Lotka–Volterra predator–prey ...
  • Kanemura, Shinya; Matsuda, Koichi; Ota, Toshihiko; Shindou, Tetsuo; Takasugi, Eiichi; Tsumura, Koji (2005)
    We examine contributions from Majorana phases to lepton flavor violating processes in the framework of the minimal supersymmetric standard model with heavy right-handed neutrinos. All phases in the complex neutrino Yukawa ...
  • Campagne, Jean-Eric; Maltoni, Michele; Mezzetto, Mauro; Schwetz, Thomas (2006-04-19)
    We consider the physics potential of CERN based neutrino oscillation experiments consisting of a Beta Beam (BB) and a Super Beam (SPL) sending neutrinos to MEMPHYS, a 440 kt water Cerenkov detector at Frejus, at a distance ...
  • Arici, Francesca; Kaad, Jens; Landi, Giovanni (2014-03-03)
    A self Morita equivalence over an algebra B, given by a B-bimodule E, is thought of as a line bundle over B. The corresponding Pimsner algebra O_E is then the total space algebra of a noncommutative principal circle bundle ...
  • Michelangeli, Alessandro; Scandone, Raffaele (SISSA, 2018-03)
    We construct the rank-one, singular (point-like) perturbations of the d-dimensional fractional Laplacian in the physically meaningful norm-resolvent limit of fractional Schrödinger operators with regular potentials centred ...
  • Falqui, Gregorio (SISSA, 2003)
    In this paper we will review a recently introduced method for solving the Hamilton-Jacobi equations by the method of Separation of Variables. This method is based on the notion of pencil of Poisson brackets and on the ...
  • Shiladitya Banerjee; Luca Giomi (SISSA, 2012-09-18)
    The optimal shapes attained by contractile cells on adhesive substrates are determined by the interplay between intracellular forces and adhesion with the extracellular matrix. We model the cell as a contractile film ...
  • Suma, A.; Rosa, A.; Micheletti, C. (Acs Publications, 2015)
    Knots can affect the capability of polymers to translocate through narrow pores in complex and counter-intuitive ways that are still relatively unexplored. We report here on a systematic theoretical and computational ...
  • Caselle, Michele; Delfino, Gesualdo; Grinza, Paolo; Jahn, O.; Magnoli, Nicodemo (2005)
    We discuss the two- and three-point correlators in the two-dimensional three-state Potts model in the high-temperature phase of the model. By using the form factor approach and perturbed conformal field theory methods we ...
  • Petcov, Serguey T.; Schwetz, Thomas (2006-07-26)
    We consider the determination of the solar neutrino oscillation parameters $\Delta m^2_{21}$ and $\theta_{12}$ by studying oscillations of reactor anti-neutrinos emitted by nuclear power plants (located mainly in France) ...

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