Separably Injective Banach Spaces by Antonio Aviles, Felix Cabello, Jesus M. F. Castillo, Manuel Gonzalez

Separably Injective Banach Spaces Antonio Aviles, Felix Cabello, Jesus M. F. Castillo, Manuel Gonzalez ebook
ISBN: 9783319147406
Page: 200
Format: pdf
Publisher: Springer International Publishing

No separably injective -Banach space was previously known for . Any separable Banach space containing X then (X,Y ) has the C-extension. Is of universal disposition for separable spaces and "separably injective". Handbook of the Geometry of Banach Spaces 01/2003; 2. Further A Banach space Z is said to have the Separable Extension. Keywords: Banach spaces; Isometric embedding; Universal disposition; Separable injectivity. It is a deep result of Zippin [44] that c0 is the only separably injective space. We show several structural and stability properties of these classes of Banach spaces. A Boolean algebra and a Banach space obtained by push-out iteration Castillo , M. Has the CSCP if Z1, Z2, are injective separable operator spaces. Separable Banach spaces which are absolute Lipschitz retracts González, Manuel; Moreno, Yolanda On separably injective Banach spaces. Zippin showed in [102] that every separable Banach space X can be embedded into Recall that a Banach space E is said to be separably injective if for every. Moreno, On separably injective Banach spaces, preprint.