On sequences of operations (II)
A. Alexiewicz (1950)
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Displaying similar documents to “Topological Dichotomy and Unconditional Convergence”
On sequences of operations (II)
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We introduce and study the spreading-(s) and the spreading-(u) property of a Banach space and their relations. A space has the spreading-(s) property if every normalized weakly null sequence has a subsequence with a spreading model equivalent to the usual basis of ; while it has the spreading-(u) property if every weak Cauchy and non-weakly convergent sequence has a convex block subsequence with a spreading model equivalent to the summing basis of . The main results proved are the...
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