An inequality between thep- and (p, 1)-summing norm of finite rank operators fromC(K)-spaces

Author:

Carl Bernd,Defant Andreas

Publisher

Springer Science and Business Media LLC

Subject

General Mathematics

Reference18 articles.

1. J. Bourgain, J. Lindenstrauss and V. D. Milman,Approximation of zononoids by zonotopes, Acta Math.162 (1989), 73–141.

2. B. Carl,Inequalities between absolutely (p,q)-summing norms, Studia Math.69 (1980), 143–148.

3. B. Carl and A. Defant,Tensor products, entropy estimates and Grothendieck type inequalities of operators in L p -spaces, preprint.

4. A. Defant and K. Floret,Tensor Norms and Operator Ideals, to appear.

5. M. Defant and M. Junge,On absolutely summing operators with application to the (p,q)-summing norm with few vectors, preprint.

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3. An elementary approach to an eigenvalue estimate for matrices;Positivity;2000

4. How many vectors are needed to compute $(p,q)$-summing norms;Illinois Journal of Mathematics;1995-12-01

5. The number of elements required to determine $(p,1)$-summing norms;Illinois Journal of Mathematics;1995-06-01

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