View/ Open
Full Text
Date
1999-04-01Author
Aron, R.
Lindström, M.
Ruess, W. M.
Ryan, R.
Metadata
Show full item recordUsage
This item's downloads: 0 (view details)
Cited 9 times in Scopus (view citations)
Recommended Citation
Aron, R. Lindström, M.; Ruess, W. M.; Ryan, R. (1999). . Proceedings of the American Mathematical Society 127 (4), 1119-1125
Published Version
Abstract
We prove a factorization result for relatively compact subsets of compact operators using the Bartle and Graves Selection Theorem, a characterization of relatively compact subsets of tensor products due to Grothendieck, and results of Figiel and Johnson on factorization of compact operators. A further proof, essentially based on the Banach-Dieudonne Theorem, is included. Our methods enable us to give an easier proof of a result of W.H. Graves and W.M. Ruess.