Titlebook: Geometry of Müntz Spaces and Related Questions; Vladimir Gurariy,Wolfgang Lusky Book 2005 Springer-Verlag Berlin Heidelberg 2005 Banach sp

neologism

Sequences in Normed Spaces,Here we study, among other things, completeness and minimality of sequences in Banach spaces. This includes a discussion of bases and finite dimensional Schauder decompositions. Moreover this gives rise to the introduction of uniformly convex and uniformly smooth Banach spaces.

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同步信息

evaculate

Bounded Approximation Properties,Throughout this section let . be a separable Banach space. We investigate certain approximation properties for . and deal with the question under which additional condition then . has a basis. In this context we also give a sufficient criterion for . to be a dual Banach space.

Misnomer

,Coefficient Estimates and the Müntz Theorem,Fix A = {λ.}. satisfying λ. = 0 < 0 λ. λ. λ.

archetype

,Classification and Elementary Properties of Müntz Sequences,Again we consider A = {λ.}. satisfying 0 < λ. < λ. < . and Σ. 1/λ

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Microaneurysm

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Pander

,Finite Dimensional Müntz Limiting Spaces in ,The results of this section were obtained by the first-named author and B.Shekhtman. They appear here for the first time.