Spreading sequences in JT

Helga Fetter; B. Gamboa de Buen

Displaying similar documents to “Spreading sequences in JT”

A normalized weakly null sequence with no shrinking subsequence in a Banach space not containing $ℓ_{1}$

E. Odell (1980)

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Properties of the orthonormal Franklin system, II

Z. Ciesielski (1966)

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On the complemented subspaces of the Schreier spaces

I. Gasparis, D. Leung (2000)

Studia Mathematica

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It is shown that for every 1 ≤ ξ < ω, two subspaces of the Schreier space $X^{ξ}$ generated by subsequences $(e_{l_{n}}^{ξ})$ and $(e_{m_{n}}^{ξ})$ , respectively, of the natural Schauder basis $(e_{n}^{ξ})$ of $X^{ξ}$ are isomorphic if and only if $(e_{l_{n}}^{ξ})$ and $(e_{m_{n}}^{ξ})$ are equivalent. Further, $X^{ξ}$ admits a continuum of mutually incomparable complemented subspaces spanned by subsequences of $(e_{n}^{ξ})$ . It is also shown that there exists a complemented subspace spanned by a block basis of $(e_{n}^{ξ})$ , which is not isomorphic to a subspace generated by a subsequence of $(e_{n}^{ζ})$ ,...

On a result of K.M. Saidukov

Jun, Kunás K. (1971)

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A criterion for compositions of (p,q)-absolutely summing operators to be compact

B. Maurey, A. Pełczyński (1976)

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Some geometric properties related to fixed point theory in Cesàro spaces.

Yunan Cui, Henryk Hudzik (1999)

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Isomorphism of some anisotropic Besov and sequence spaces

A. Kamont (1994)

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An isomorphism between some anisotropic Besov and sequence spaces is established, and the continuity of a Stieltjes-type integral operator, acting on some of these spaces, is proved.

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D. Przeworska-Rolewicz (1970)

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Some theorems on orthogonal functions (1)

R. Paley (1931)

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A. Stokolos (1988)

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