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On Banach spaces with few spreading models |
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| Authors: | Bü nyamin Sari |
| Institution: | Department of Mathematics, University of South Carolina, Columbia, South Carolina 29208 |
| Abstract: | If the set of spreading models of a Banach space  is countable (up to equivalence), then it cannot contain a strictly increasing infinite chain of spreading models generated by normalized weakly null sequences. Moreover, such a space  must have a spreading model which is `close' to  or  for some  . |
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