Dual pairs of sequence spaces.
Gliding hump properties and some applications.
Zwei-Normen-Konvergenz und Vergleich von beschränkten Wirkfeldern.
Vergleich ..-beschränkter Wirkfelder mit Hilfe von Quotientendarstellungen.
The Comparison of Bounded Convergence Domains of Regular Matrices.
Der induktive Limes von abzählbar vielen FH-Räumen. Vereinigungsverfahren..
Eine Erweiterung des Satzes von Schur.
Ersetzbarkeit von konvergenztreuen Martixverfahren
Über die μ-Stetigkeit von Matrizen
General theorems of Mazur-Orlicz type
Sätze vom Mazur-Orlicz-Typ
Addendum to: "Sequences of 0's and 1's" (Studia Math. 149 (2002), 75-99)
There is a nontrivial gap in the proof of Theorem 5.2 of [2] which is one of the main results of that paper and has been applied three times (cf. [2, Theorem 5.3, (G) in Section 6, Theorem 6.4]). Till now neither the gap has been closed nor a counterexample found. The aim of this paper is to give, by means of some general results, a better understanding of the gap. The proofs that the applications hold will be given elsewhere.
Der Teilraum P im Wirkfeld eines Limitierungsverfahrens ist invariant.
Sequences of 0's and 1's
We investigate the extent to which sequence spaces are determined by the sequences of 0's and 1's that they contain.
Page 1