Welcome to SISSA Preprints Archive

SISSA Preprints Archive is the repository built to save, share, and search SISSA preprints (the not-referred manuscripts of the research output).

If you want to archive your preprint, please send your pdf file to preprint@sissa.it.

The librarian will provide to archive it.

Before posting your preprint, check your publisher's policy on SHERPA/RoMEO database.

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Recently Added

  • An asymptotic description of Noether-Lefschetz components in toric varieties 
    Bruzzo, Ugo; Montoya, William D. (SISSA, 2019-03-19)
    We extend the definition of Noether-Leschetz components to quasi-smooth hyper- surfaces in a projective toric variety PΣ2k+1 having orbifold singularities, and prove that asymptoticaly the components whose codimension is ...
  • On the topological degree of planar maps avoiding normal cones 
    Fonda, Alessandro; Klun, Giuliano (SISSA, 2019-03-07)
    The classical Poincaré–Bohl theorem provides the exis-tence of a zero for a function avoiding external rays. When the do-main is convex, the same holds true when avoiding normal cones. We consider here the possibility of ...
  • A continuous dependence result for a dynamic debonding model in dimension one 
    Riva, Filippo (SISSA, 2019-03-07)
    In this paper we address the problem of continuous dependence on initial and boundary data for a one-dimensional debonding model describing a thin film peeled away from a substrate. The system underlying the process couples ...
  • Weak formulation of elastodynamics in domains with growing cracks 
    Tasso, Emanuele (SISSA, 2018-11)
    In this paper we formulate and study the system of elastodynamics on domains with arbitrary growing cracks. This includes homogeneous Neumann conditions on the crack sets and mixed general Dirichlet-Neumann conditions on ...
  • On Krylov solutions to infinite-dimensional inverse linear problems 
    Caruso, Noe; Michelangeli, Alessandro; Novati, Paolo (SISSA, 2018-11)
    We discuss, in the context of inverse linear problems in Hilbert space, the notion of the associated infinite-dimensional Krylov subspace and we produce necessary and sufficient conditions for the Krylov-solvability of the ...

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