Titlebook: Discrete Spectral Synthesis and Its Applications; László Székelyhidi Book 2006 Springer Science+Business Media B.V. 2006 Abelian group.bra

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1439-7382 k covers several different problems in this field and is unique in being the only comprehensive coverage of this topic. It should appeal to graduate students and researchers in harmonic analysis, spectral analysis, functional equations and hypergroups..978-94-007-8723-0978-1-4020-4637-7Series ISSN 1439-7382 Series E-ISSN 2196-9922

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低三下四之人

Introduction,ject, then its dual can be identified with the original structure. In order to do that, the dual object should have an “internal” characterization. Finally, a characterization of the “representing” structure is also desirable : which functions on the dual object belong to the “representing” structure?

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Howard Y. Park,Francis J. Hornicekestablish a correspondence between our abstract structure and a similar, more particular one. Usually this more particular structure, the “representing” structure is formed by functions, defined on a set which is the so-called “dual” object. In order to get a “faithful” representation, it seems to b

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Anatomy and Physiology of the Pelvis variety. The set of all exponentials in a variety is called the . of the variety, and the set of all exponential monomials in a variety is called the . of the variety. If . is a variety, then . . denotes the spectrum of . and we write . . for . τ (.). If μ is in 蒙.(.), then we use the notation sp .

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要素

Madjid Samii,Wolfgang Draf,Johannes Langequations with constant coefficients. The method is based on the simple fact that varieties in .(?.) are exactly the solution spaces of such systems of equations. In the case . = 1 the situation reduces to the classical theory of linear homogeneous difference equations with constant coefficients, as

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