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\section{Locally linearly dependent operators} By {\sl Peter \v Semrl}.  

\medskip  \noindent Let $U$ and $V$ be vector spaces. Linear operators $T_1 , \ldots , T_n : U \to V$ are locally linearly dependent if for every $u\in U$ the vectors $T_1 u , \ldots , T_n u$ are linearly dependent. Some recent results on such operators will be presented.
%locally linearly dependent operators, spaces of operators","15A03","15A04","","13:43:36","Wed Mar 26 2008","212.72.116.72"
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