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Factorizations of natural embeddings oflpnintoLr. II
1991
Pacific Journal of Mathematics
This is a continuation of the paper by Figiel, Johnson and Schechtman with a similar title. Several results from there are strengthened, in particular: 1. If T is a "natural" embedding of lζ into L\ then, for any well-bounded factorization of T through an L\ space in the form T -uv with υ of norm one, u well-preserves a copy of /f with k exponential in n . 2. Any norm one operator from a C(K) space which well-preserves a copy of /£ also well-preserves a copy of /£, with k exponential in n . As
doi:10.2140/pjm.1991.150.261
fatcat:ufmwfd52ird7rgduh3yew4x7dq