Le Matematiche (Dipartimento di Matematica e Informatica, Università degli Studi di Catania)
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    1189 research outputs found

    Sobolev\u27s original definition of his spaces revisited and a comparison with nowadays definition

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    Graded Betti numbers of general finite subsets of points on projective varieties

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    Elliptic equations and BMO-functions

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    Un problema di Darboux in un insieme non limitato. Esistenza, unicità e dipendenza continua della soluzione

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    On the singularities of the trisecant surface to a space curve

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    Let C be a smooth curve in P^3 . Trisecant lines to the curve C are, in general, sweeping out a (reduced) surface  in P^3 . In this note we attempt to describe some of its singularities, and in particular we show that if the curve C has only a finite number of quadrisecant lines, then the singular locus contains the quadrisecant lines to C, and the points through which pass more trisecants than through a generic point of the trisecant surface. Several explicit examples are discussed in the last section

    Bounds for the regularity of monomial ideals

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    Weighted L^q estimates for derivatives of harmonic functions

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    Minimal models and the virtual degree of Seifert fibered spaces

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    We compute the minimal models (in the sense of Sullivan) of Seifert fibered spaces and show that they are classified by the virtual degree. As a consequence, we reobtain the results of Neumann-Raymond (1978) on the virtual degree of Seifert fibered spaces

    The non-linear Dirichlet problem and the CR Yamabe problem

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    Semilinear equations on nilpotent Lie groups: global existence and blow-up of solutions

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    In this note we consider a semilinear Cauchy problem on a nilpotent Lie group. We extend a classical result by Fujita about the global existence and the blow-up of solutions

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    Le Matematiche (Dipartimento di Matematica e Informatica, Università degli Studi di Catania)
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