## Bounded operators and complemented subspaces of Cartesian productsDjakov, Plamen Borissov and Terzioğlu, Tosun and Yurdakul, Murat and Zakharyuta, Vyacheslav (2011)
Full text not available from this repository. Official URL: http://dx.doi.org/10.1002/mana.200810066 ## AbstractWe study the structure of complemented subspaces in Cartesian products X × Y of Köthe spaces X and Y under the assumption that every linear continuous operator from X to Y is bounded. In particular, it is proved that each non-Montel complemented subspace with absolute basis E ⊂ X × Y is isomorphic to a space of the form E1 × E2, where E1 is a complemented subspace of X and E2 is a complemented subspace of Y.
## Available Versions of this Item- Bounded operators and complemented subspaces of cartesian products. (deposited 24 Oct 2008 09:50)
- Bounded operators and complemented subspaces of Cartesian products. (deposited 08 Mar 2011 11:43)
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- Bounded operators and complemented subspaces of Cartesian products. (deposited 08 Mar 2011 11:43)
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