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OPERATORS FROM CERTAIN BANACH SPACES TO BANACH SPACES OF COTYPE q ≥ 2
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 Title & Authors
OPERATORS FROM CERTAIN BANACH SPACES TO BANACH SPACES OF COTYPE q ≥ 2
Cho, Chong-Man;
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 Abstract
Suppose { } sequence of finite dimensional Banach spaces and suppose that X is either a closed subspace of (equation omitted) or a closed subspace of (equation omitted) with p>2. We show that every bounded linear operator from X to a Banach space Y of cotype q(2q〈p) is compact.t.t.
 Keywords
compact operator;cotype q, -sum;Rademacher functions;
 Language
English
 Cited by
 References
1.
Linear Operators, 1958. vol.I.

2.
Classical Banach Spaces I, 1977.

3.
Classical Banach Spaces II, 1979.

4.
Functional Analysis (Second Edition), 1991.