Spreading models isometric to `p or c0: The number of spreading models of a sequence

نویسندگان

  • José Iovino
  • JOSÉ IOVINO
چکیده

We introduce methods to “count” the number of spreading models generated by a sequence and prove the following dichotomy. Every basic sequence in a Banach space X has a normalized block basis (xn) which satisfies one and only one of the following two conditions: (1) (xn) determines a spreading model isometric to `p or c0 over X; (2) There exists a separable Banach space Y that contains (xn) and is finitely represented in X such that (xn) admits continuum many subsequences which generate uniformly nonisomorphic spreading models over Y .

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تاریخ انتشار 2000