Titlebook: Banach Space Theory and its Applications; Proceedings of the F Albrecht Pietsch,Nicolae Popa,Ivan Singer Conference proceedings 1983 Spring

光亮

脫離

978-3-540-12298-2Springer-Verlag Berlin Heidelberg 1983

HALL

不妥協(xié)

https://doi.org/10.1007/978-3-7091-3768-0 characterization of separable conjugate Banach spaces by a similar summability condition. As a consequence, we obtain analogous characterizations of separable second conjugate Banach spaces and of quasi-reflexive spaces. Nonseparable conjugate Banach spaces possessing a smooth predual are also char

chemical-peel

Handbuch der kommunalen Sozialpolitik,yεE we always have dist (y,P.(x))≥‖x?y‖-dist(x,G), we study the subspaces G with the property — which we call property (*) — that this inequality is an equality for each xεE with P.(x)≠φ and each gεG. This property generalizes the notion of semi L-summand studied by A.Lima. For a subspace G with pr

態(tài)度暖昧

終端

On summability in conjugate Banach spaces, characterization of separable conjugate Banach spaces by a similar summability condition. As a consequence, we obtain analogous characterizations of separable second conjugate Banach spaces and of quasi-reflexive spaces. Nonseparable conjugate Banach spaces possessing a smooth predual are also char

expdient

滲入

,On Etcheberry’s extended Milutin lemma,onal numbers. Etcheberry proved this by constructing a continuous surjection π: I→X that admits an averaging operator. Here, we provide an alternative technique for the construction of averaging operators that are even regular and also allow one to prove the first mentioned result.

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