Titlebook: Generalized Locally Toeplitz Sequences: Theory and Applications; Volume I Carlo Garoni,Stefano Serra-Capizzano Book 2017 Springer Internati

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Construction and Building ResearchIn this chapter we develop the theory of GLT sequences, which goes back to the pioneering papers [106, 107] and was recently reviewed and extended in [60, 62].

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Functional Aspects of MorphologyIn this chapter we present several applications of the theory of GLT sequences. Special attention is devoted to the most important among them, that is, the computation of the singular value and eigenvalue distribution of matrix-sequences arising from the numerical discretization of differential equations.

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Solutions to the Exercises,This chapter collects the solutions to all the exercises proposed in the book.

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Corporate and Project Management,plitz matrices [5, 23, 24, 28, 29, 70, 89, 119, 123, 124, 129], and was developed by the authors in [60–62, 106, 107]. It was devised in order to solve a specific application problem, namely the problem of computing/analyzing the spectral distribution of matrices arising from the numerical discretiz

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Customers, Consumers and Clients,al topology and matrix analysis is supposed to be familiar with most of the material presented herein. We will try, however, to be as much self-contained as possible, by proving some of the results that may not be so popular, and by providing precise bibliographic references for the results we do no

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Program Management Perspective, where . is Hermitian and . is a ‘small’ perturbation of .. More precisely, we prove that . has an asymptotic spectral distribution if:.Under these assumptions, the functional . identifying the spectral distribution in the sense of Definition . is the same for . and .. This result should be regarded