Le Matematiche (Dipartimento di Matematica e Informatica, Università degli Studi di Catania)
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    Projectively Cohen-Macaulay surfaces of small degree in P^5

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    In this paper we consider the nondegenerate projectively Cohen-Macaulay (p.C.M.) surfaces of small degree in P^5 . We determine those of degree d ≤ 9  and all candidate rational surfaces as p.C.M. surfaces

    Analytic semigroup generated by an elliptic operator with discontinuous coefficients

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    We consider the generation of analytic semigroups by elliptic operators with discontinuous coefficients

    Poisson kernel for a parabolic problem

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    In this paper we obtain a representation for the solution of a parabolic mixed problem

    Triangular projective planes of order q and (q+1)-arcs

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    We suitably define the triangular projective planes of order q and connect them with the (q + 1)-arcs. In particular, a finite projective plane is either triangular, or contains a lot of (q + 1)-arcs

    Interpolation of Besov spaces and applications

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    We define the analytic Besov spaces on a bounded symmetric domain associated with a rearrangement invariant space, give a description in terms of certain differential operators, prove an interpolation theorem and find their dual space; finally, as an application we formulate necessary and sufficient onditions in order to little Hankel operator H_f belongs to S_E , the Schatten ideal associated with a given rearrangement invariant sequence space E

    Fredholm-Volterra integral equation of the first kind with potential kernel

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    A series method is used to separate the variables of position and time for the Fredholm-Volterra integral equation of the first kind and the solution of the system in L_2 [0,1] × C[0,T], 0 ≤ t ≤ T < ∞ is obtained, the Fredholm integral equation is discussed using Krein\u27s method. The kernel is written in a Legendre polynomial form. Some important relations are also, established and discussed

    Fat points on a generic almost complete intersection

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    We study homogeneous schemes of fat points in P^2 whose support is either a complete intersection (CI for short) generated by two generic forms or a CI minus a point

    A remark on the planar non linear elliptic oblique derivative problem

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    Applicazioni (h,A)-lineari omomorfismi di M_A-ipergruppoidi

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    In the papers [9], [10] we introduced and studied M_λ -hypergroupoids; also, we obtained some results on the automorphism group of a G_ λ -hypergroupoid. In particular, given a group G and one of its element λ, we proved that the automorphisms of the  corresponding G_λ -hypergroupoid are the one-one maps f : G → G  which are λ-linea.A natural generalization of the notion of λ-linearity is the notion of (h, A, B)-linearity, introduced in the present paper. Theorem 1.7 provides the existence and uniqueness of a (h, A, B)-linear map. Theorem 2.3 gives the cardinality of the group Λ(G A ) of complete, bijective (h, A)-linear maps. In Theorem 2.7 we prove that Λ(G A ) is a semi-direct product.The notion of M_A -hypergroupoid is defned in the last section, via group actions on sets. We also study their homomorphisms and prove that the M_A -hypergroupoid is a hypergroup or a join-space according to the set A being a stable part or a subgroup of G

    Errata corrige of "Centers of planar polynomial systems, a review"

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    Le Matematiche Vol. 53, Fasc. II (1998), 207-24

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