The Dual of a Non-reflexive L-embedded Banach Space Contains Isometrically
Hermann Pfitzner (2010)
Bulletin of the Polish Academy of Sciences. Mathematics
Similarity:
A Banach space is said to be L-embedded if it is complemented in its bidual in such a way that the norm between the two complementary subspaces is additive. We prove that the dual of a non-reflexive L-embedded Banach space contains isometrically.