Every Quojection is the Quotient of a Countable Product of Banach Spaces

It is proved that every quojection in the sense of Bellenot and Dubinsky [1] is the quotient of a countable product of copies of l 1 (I) for a suitable index set I.

Temperierte vektorwertige Distributionen und langsam wachsende holomorphe Funktionen

Randverteilungen holomorpher Funktionen und die Topologie vonD?