Hans Jarchow
University of Zurich
arXiv: Functional Analysis | 1996
Peter G. Casazza; Hans Jarchow
The question which led to the title of this note is the following: {\it If
Handbook of the Geometry of Banach Spaces | 2001
Joe Diestel; Hans Jarchow; Albrecht Pietsch
X
Quaestiones Mathematicae | 1995
Hans Jarchow
is a Banach space and
Israel Journal of Mathematics | 1973
Hans Jarchow; Johan Swart
K
Journal of The Australian Mathematical Society | 1999
Thomas Domenig; Hans Jarchow; Reinhard Riedl
is a compact subset of
North-holland Mathematics Studies | 1984
Hans Jarchow
X
Archive | 1981
Hans Jarchow
, is it possible to find a compact, or even approximable, operator
Archive | 1981
Hans Jarchow
v:X\to X
North-holland Mathematics Studies | 1992
Hans Jarchow
such that
Archive | 2009
Herbert Hunziker; Hans Jarchow
K\subset\ol{v(B_X)}
