Stevan Pilipović, Diana T. Stoeva
Published 2008-11-19Version 1
We analyze the construction of a sequence space $\widetilde{\Theta}$, resp. a sequence of sequence spaces, in order to have $\{g_i\}$ as a $\widetilde{\Theta}$-frame or Banach frame for a Banach space $X$, resp. pre-$F$-frame or $F$-frame for a Fr\'echet space $X_F=\cap_{s\in {\mathbb N}_0} X_s$, where $\{X_s\}_{s\in {\mathbb N}_0}$ is a sequence of Banach spaces.
The Littlewood--Paley--Rubio de Francia property of a Banach space for the case of equal intervals
On isometric reflexions in Banach spaces
Embedding $\ell_{\infty}$ into the space of all Operators on Certain Banach Spaces
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