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

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    Presentazione

    Many identities from one

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    We specialise an ingeniously contrived identity to obtain a plethora of startling combinatorial identities. Limiting cases include well known evaluations of ζ(2), ζ(4) and ζ(6)

    Estimating the resolvent of elliptic second-order partial differential operators

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    Sharp estimates for the resolvent of a linear elliptic second-order partial differential operator under Dirichlet homogeneous boundary conditions are derived via a symmetrization technique

    Un\u27estensione del metodo di continuità

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    Sulla misurabilità della famiglia dei sistemi formati da cono quadrico e retta in A_3

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    The family of systems of quadric cone and straith line, in A_3, proves to be measurable

    On separable algebras in Grothendieck Galois theory

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    We give an explicit proof of the fundamental theorem of Grothendieck Galois theory: the category of separable algebras over a field K is anti-equivalent to the category of continuous actions on finite sets of the profinite fundamental group of K

    Implementing fuzzy polynomial interpolation (FPI) and fuzzy linear regression (LFR)

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    This paper presents some preliminary results arising within a general framework concerning the development of software tools for fuzzy arithmetic. The program is in a preliminary stage. What has been already implemented consists of a set of routines for elementary operations, optimized functions evaluation, interpolation and regression. Some of these have been applied to real problems.This paper describes a prototype of a library in C++ for polynomial interpolation of fuzzifying functions, a set of routines in FORTRAN for fuzzy linear regression and a program with graphical user interface allowing the use of such routines

    Asymptotic and oscillatory behaviour of certain difference equations

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    Asymptotic and oscillatory behaviour of solutions of some class nonlinear difference equations is studied

    Higher integrability for the gradient of solutions to some nonlinear elliptic system

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    Un nuovo integrale per il problema delle primitive

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    We introduce a new type of integral, which solves the problem of finding antiderivatives but which does not contain the improper integral

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