M-ideals in complex function spaces and algebras.

The aim of the present note is to characterize those complex function spaces which are complex Lindenstrauss spaces, in terms of orthogonal measures on the

This section is devoted to a simple proof of a representation theorem of Hirsberg and Lazar [18] for complex Lindenstrauss spaces whose unit balls have at

Andersen, On dominated extension of continuous affine functions on split faces, (to appear in Math.. Wittstock, Tensorprodukte kompakter kon- vexer Mengen,

·l!- The notion of a uniquely ergodic system ia applied to give necessary and suffi- cient conditions that an approximately finite.. exactly one finite

Intersection properties of balls and subspaces in Banach spaces, Preprint Series, Inst. Extension of compact operators,

In the first section, we recall the structure and representation theory of the quantized universal enveloping algebras U q pgq and their duals, the quantum function algebras Polp G

It turns out that given a monoidal category and a forgetting monoidal functor to an underlying category, it is possible to derive structures of bi- and Hopf algebras,

Terminology and statement of the theorem.. We retain the notation of the