Titlebook: Applied and Industrial Mathematics, Venice—2, 1998; Selected Papers from Renato Spigler Book 2000 Springer Science+Business Media Dordrecht

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Working-Memory

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Stabilization Techniques for the Finite Element Methode of functions that is spanned by piecewise polynomials. This simple idea presents several advantages: first, the discrete system of equations that arise from such an approximation is going to be “banded” since the piecewise polynomials can be constructed to have a “small” support, and therefore the

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Mutter

annexation

Chameleon

On a Heuristic Expansion Method in the Strong Localization Regime of the Theory of Disordered System.e. when either the random potential is big enough or if the energy is close enough to the spectrum edges. The method is based on the hypothesis that in the strong localization regime relevant realizations of the random potential have the form of deep potential wells that are uniformly and chaotical

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Studying the Asymptotics of Selberg-Type Integrals how this integral has come to be involved in a rather bewildering variety of mathematical and physical theories, including the theory of random matrices, the theory of CalogeroSutherland models, the Fractional Quantum Hall effect, the topology of the moduli space of algebraic curves and certain ide

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Inverse Problem of Electromagnetoelasticity: Simultaneous Determination of Elastic and Electromagnetse influence of the EM field on the elastic oscillations. The influence of the EM field on the deformation field is considered as a result of the Lorentz forces. We consider the problem of recovering some elastic and EM parameters of a layered medium from a weakly coupled linearized set of equations

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